###     E6 : Left Cell Data     ##

cell #0 :
  |C| = 1
  W-rep = phi[1,0]
  special rep = phi[1,0] , dim = 1
  orbit = E6
  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| = 6
  W-rep = phi[6,1]
  special rep = phi[6,1] , dim = 6
  orbit = E6(a1)
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [1],[8],[33],[108],[129],[338]
   ]
cell #2 :
  |C| = 6
  W-rep = phi[6,1]
  special rep = phi[6,1] , dim = 6
  orbit = E6(a1)
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [2],[7],[11],[45],[55],[165]
   ]
cell #3 :
  |C| = 6
  W-rep = phi[6,1]
  special rep = phi[6,1] , dim = 6
  orbit = E6(a1)
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [3],[9],[16],[20],[27],[71]
   ]
cell #4 :
  |C| = 6
  W-rep = phi[6,1]
  special rep = phi[6,1] , dim = 6
  orbit = E6(a1)
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [4],[13],[25],[31],[57],[78]
   ]
cell #5 :
  |C| = 6
  W-rep = phi[6,1]
  special rep = phi[6,1] , dim = 6
  orbit = E6(a1)
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [5],[12],[30],[46],[77],[166]
   ]
cell #6 :
  |C| = 6
  W-rep = phi[6,1]
  special rep = phi[6,1] , dim = 6
  orbit = E6(a1)
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [6],[17],[40],[84],[136],[183]
   ]
cell #7 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [10],[29],[44],[54],[104],[125],[164],[203],[208],[334],[458],[528],[607],[877],[1097],[1167],[1650],[2117],[3048],[4412]
   ]
cell #8 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [14],[37],[42],[69],[82],[94],[133],[162],[266],[278],[324],[407],[494],[677],[821],[1008],[1332],[1779],[1997],[3023]
   ]
cell #9 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [15],[38],[41],[70],[93],[134],[158],[161],[188],[258],[277],[364],[508],[578],[744],[790],[1241],[1372],[1974],[2730]
   ]
cell #10 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [18],[35],[52],[81],[91],[110],[226],[236],[340],[414],[625],[635],[928],[1053],[1456],[1886],[2555],[3198],[4441],[6176]
   ]
cell #11 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [19],[36],[51],[90],[111],[187],[235],[341],[442],[634],[754],[1081],[1527],[1712],[2282],[2885],[3770],[4619],[6207],[8335]
   ]
cell #12 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [21],[39],[76],[83],[159],[182],[259],[313],[483],[581],[774],[851],[1299],[1547],[1987],[2398],[3475],[4483],[6493],[10022]
   ]
cell #13 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [22],[48],[63],[98],[117],[153],[190],[215],[253],[282],[359],[510],[535],[573],[746],[787],[1240],[1374],[1975],[2732]
   ]
cell #14 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [23],[49],[62],[66],[99],[116],[120],[175],[214],[283],[304],[386],[435],[534],[723],[900],[1221],[1269],[2169],[4002]
   ]
cell #15 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [24],[50],[64],[75],[118],[146],[147],[216],[221],[247],[389],[423],[536],[706],[717],[937],[1490],[2032],[3260],[5629]
   ]
cell #16 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [26],[61],[67],[100],[121],[150],[191],[250],[307],[377],[426],[477],[768],[940],[1233],[1541],[2332],[3088],[4691],[7635]
   ]
cell #17 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [32],[80],[107],[128],[225],[264],[337],[405],[413],[624],[819],[927],[1052],[1455],[1777],[1885],[2554],[3197],[4440],[6177]
   ]
cell #18 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [292],[432],[691],[721],[1071],[1222],[1474],[1679],[2249],[2580],[3152],[3350],[4544],[5081],[6191],[6948],[9081],[10963],[14180],[19182]
   ]
cell #19 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [551],[782],[965],[1190],[1238],[1321],[1740],[1923],[2310],[2596],[2679],[3366],[3449],[4560],[6964],
     [28,1978],[86,3054],[196,2017],[231,4657],[270,4983],[451,3245],[516,3505],[630,7601],[827,2221],[919,2420],[1090,5614],[1592,1600],[1785,4054],[2813,5818],[2950,2958]
   ]
cell #20 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [53],[92],[123],[201],[237],[383],[456],[636],[797],[1095],[1280],[1755],[2379],[2638],[3408],[4212],[5337],[6413],[8366],[10884]
   ]
cell #21 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [43],[95],[102],[163],[206],[279],[325],[332],[384],[495],[526],[678],[898],[1009],[1267],[1333],[1998],[2167],[3022],[4000]
   ]
cell #22 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [141],[220],[371],[390],[619],[707],[889],[1029],[1432],[1665],[2084],[2235],[3138],[3572],[4426],[5067],[6830],[8414],[11256],[15848]
   ]
cell #23 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [293],[433],[550],[692],[781],[1072],[1189],[1236],[1475],[1739],[2309],[2594],[3364],[4558],[6962],
     [34,737],[85,1243],[109,1365],[130,1510],[186,1980],[230,2143],[240,847],[269,2342],[276,947],[339,2723],[557,560],[629,3976],[639,1805],[1134,2833],[1196,1199]
   ]
cell #24 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [60],[101],[180],[192],[331],[378],[501],[591],[861],[1017],[1309],[1420],[2072],[2408],[3036],[3560],[4965],[6253],[8684],[12774]
   ]
cell #25 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [68],[122],[151],[177],[251],[306],[308],[427],[436],[478],[722],[769],[941],[1220],[1234],[1542],[2333],[3089],[4692],[7636]
   ]
cell #26 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [127],[205],[262],[403],[460],[713],[817],[1099],[1341],[1775],[2046],[2699],[3534],[3879],[4877],[5903],[7281],[8596],[10915],[13795]
   ]
cell #27 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [290],[422],[543],[689],[761],[1061],[1182],[1232],[1464],[1719],[2289],[2590],[3360],[4554],[6958],
     [47,836],[106,1376],[143,1609],[167,1794],[210,748],[223,2161],[285,936],[336,2734],[352,2822],[373,2967],[411,1261],[512,530],[622,3994],[715,1982],[892,925]
   ]
cell #28 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [105],[209],[222],[335],[410],[529],[608],[621],[714],[878],[924],[1168],[1487],[1651],[2029],[2118],[3049],[3257],[4411],[5626]
   ]
cell #29 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [289],[421],[542],[688],[760],[1060],[1181],[1231],[1463],[1718],[2288],[2589],[3359],[4553],[6957],
     [56,935],[126,1532],[142,1608],[204,759],[246,835],[261,2374],[372,2966],[402,1275],[447,459],[645,1793],[712,1984],[792,816],[1086,1098],[1140,2821],[1750,1774]
   ]
cell #30 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [379],[398],[467],[532],[726],[812],[912],[981],[1106],[1354],[1499],[1770],[1839],[1939],[2712],
     [58,2453],[96,3171],[138,1585],[178,4286],[189,4433],[212,2103],[326,5540],[368,2943],[496,6784],[588,7377],[611,3936],[858,8874],[881,4934],[1306,11065],[2405,14847]
   ]
cell #31 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [199],[242],[281],[391],[454],[519],[562],[641],[710],[805],[905],[1093],[1136],[1201],[1763],
     [59,968],[97,1324],[137,1578],[179,1926],[211,2096],[327,2682],[367,2936],[385,3039],[497,3452],[610,3929],[880,4927],[1024,5408],[1427,6652],[2079,8506],[3567,11865]
   ]
cell #32 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1223],[1256],[1406],[1551],[1830],[2002],[2156],[2355],[2505],[2764],[3230],[3490],[3989],[4338],[5599],
     [65,9899],[119,11643],[149,12446],[174,8103],[249,14415],[303,5159],[355,6013],[425,17193],[434,6370],[569,3644],[602,7540],[720,8356],[778,4596],[872,9037],[939,21576]
   ]
cell #33 :
  |C| = 20
  W-rep = phi[20,2]
  special rep = phi[20,2] , dim = 20
  orbit = D5
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [268],[409],[503],[739],[823],[1228],[1367],[1781],[2128],[2725],[3105],[3961],[5034],[5474],[6718],[7978],[9608],[11163],[13825],[17017]
   ]
cell #34 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [667],[998],[1048],[1142],[1317],[1451],[1625],[1697],[2086],[2267],[2586],[3038],[3356],[4550],[6954],
     [72,2809],[160,4050],[260,2217],[314,5634],[366,6074],[484,3265],[580,3705],[582,7622],[775,2037],[852,4678],[950,2416],[1300,3075],[1495,1548],[1988,4417],[2319,2399]
   ]
cell #35 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [708],[734],[843],[943],[1130],[1244],[1362],[1507],[1616],[1801],[2144],[2343],[2720],[2974],[3977],
     [73,6001],[144,3632],[155,7528],[172,4294],[217,4584],[255,9025],[301,2461],[311,9727],[321,5548],[387,6198],[429,3179],[481,11471],[491,6792],[772,13976],[1545,18107]
   ]
cell #36 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [400],[473],[538],[655],[724],[814],[914],[987],[1112],[1225],[1352],[1497],[1772],[1945],[2710],
     [74,2945],[145,1587],[156,3938],[171,4284],[218,2105],[256,4936],[300,2451],[320,5538],[428,3169],[490,6782],[586,7373],[718,4429],[856,8870],[1304,11061],[2403,14843]
   ]
cell #37 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [552],[783],[964],[1191],[1320],[1741],[1922],[1994],[2311],[2678],[3448],[3827],[4825],[6340],[9230],
     [79,3028],[87,1257],[195,2001],[232,2157],[271,2356],[450,3229],[463,1411],[515,3489],[523,1556],[631,3990],[972,977],[1089,5598],[1102,2769],[1835,4144],[1930,1935]
   ]
cell #38 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [553],[784],[962],[1192],[1318],[1742],[1920],[1991],[2312],[2676],[3446],[3824],[4822],[6337],[9227],
     [88,1287],[132,1557],[193,2040],[233,804],[272,2386],[295,978],[381,3032],[448,1335],[464,475],[513,3528],[632,1762],[694,1936],[1087,2693],[1103,1114],[1836,1847]
   ]
cell #39 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [554],[785],[963],[1193],[1319],[1743],[1921],[1992],[2313],[2677],[3447],[3825],[4823],[6338],[9228],
     [89,1273],[113,1413],[194,2022],[234,2173],[273,904],[297,974],[343,2771],[382,3030],[449,3250],[514,1480],[525,540],[633,4006],[657,4146],[696,1932],[1088,5619]
   ]
cell #40 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [967],[1323],[1581],[1925],[2099],[2681],[2939],[3044],[3451],[3932],[4930],[5413],[6657],[8511],[11870],
     [185,4419],[198,2036],[239,2223],[394,3077],[453,3264],[518,1494],[559,1594],[638,4056],[808,4680],[908,2321],[921,946],[1092,5633],[1133,5820],[1198,2952],[1766,7624]
   ]
cell #41 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [3024],[3071],[3319],[3579],[4105],[4444],[4674],[5000],[5248],[5688],[6454],[6848],[7618],[8192],[9983],
     [323,15696],[493,17853],[587,18814],[676,13434],[857,21111],[1007,9344],[1147,10607],[1305,24240],[1331,11104],[1630,7078],[1702,12653],[1995,13812],[2091,8563],[2272,14622],[2404,28773]
   ]
cell #42 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [103],[207],[333],[397],[462],[527],[606],[811],[876],[911],[976],[1036],[1101],[1166],[1439],[1517],[1555],[1584],[1649],[1769],[1834],[1869],[1934],[2102],[2116],[2205],[2337],[2471],[2538],[2797],[2875],[2942],[3047],[3093],[3189],[3330],[3466],[3693],[3760],[3935],[4038],[4304],[4414],[4467],[4474],[4696],[4792],[4933],[5118],[5699],[6062],[6129],[6211],[6477],[6484],[6871],[7640],[7736],[7877],[8642],[9101],[10006],[10013],[12732]
   ]
cell #43 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [709],[735],[834],[934],[1245],[1363],[1508],[1607],[1792],[2145],[2344],[2721],[2820],[2965],[3978],
     [140,3633],[219,4585],[288,2462],[370,6002],[388,6199],[420,3180],[618,7529],[687,4295],[888,9026],[1027,9728],[1059,5549],[1430,11472],[1462,6793],[2082,13977],[3570,18108]
   ]
cell #44 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1976],[2018],[2215],[2414],[2807],[3052],[3246],[3506],[3703],[4048],[4655],[4981],[5615],[6072],[7599],
     [157,12634],[257,14603],[312,15495],[363,10588],[482,17652],[577,7059],[665,8119],[773,20644],[789,8544],[996,5175],[1046,9915],[1239,10903],[1315,6386],[1449,11659],[1546,25164]
   ]
cell #45 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [4413],[4465],[4765],[5091],[5764],[6210],[6475],[6869],[7169],[7709],[8641],[9100],[10004],[10698],[12731],
     [605,19021],[875,21318],[1023,22324],[1165,16592],[1426,24703],[1648,12000],[1856,13455],[2078,27884],[2115,14019],[2525,9365],[2625,15717],[3045,17032],[3162,11125],[3395,17874],[3566,32305]
   ]
cell #46 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [112],[227],[296],[342],[415],[440],[539],[547],[626],[656],[695],[752],[765],[902],[929],[1054],[1079],[1121],[1186],[1271],[1393],[1457],[1482],[1525],[1538],[1710],[1723],[1731],[1887],[2024],[2171],[2280],[2293],[2301],[2492],[2556],[2751],[2883],[2896],[2904],[3199],[3252],[3768],[3781],[3789],[4004],[4126],[4325],[4468],[4617],[4802],[5128],[5621],[6150],[6205],[6209],[6478],[6872],[7746],[8339],[8640],[9099],[10007],[12730]
   ]
cell #47 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [548],[766],[951],[1187],[1288],[1724],[1909],[1985],[2294],[2646],[3416],[3818],[4816],[6331],[9221],
     [114,1394],[135,1539],[228,822],[267,930],[298,2493],[344,2752],[408,416],[437,1366],[502,1522],[627,1780],[658,4127],[697,4326],[738,749],[1076,2724],[1227,1229]
   ]
cell #48 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [549],[767],[952],[1188],[1289],[1725],[1910],[1986],[2295],[2647],[3417],[3819],[4817],[6332],[9222],
     [115,1395],[170,4128],[229,2172],[299,2494],[345,2753],[417,1272],[438,3249],[541,1540],[628,4005],[698,4327],[750,2021],[903,931],[1077,5618],[1230,3029],[1479,1523]
   ]
cell #49 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [966],[1322],[1580],[1924],[2098],[2680],[2938],[3043],[3450],[3931],[4929],[5412],[6656],[8510],[11869],
     [184,4422],[197,2054],[275,2421],[393,3099],[452,1349],[517,3542],[556,1601],[807,2122],[828,846],[907,5028],[1091,2707],[1195,2959],[1765,3955],[1786,1804],[2814,2832]
   ]
cell #50 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [124],[202],[396],[457],[522],[810],[910],[971],[1096],[1382],[1410],[1583],[1768],[1929],[2101],[2138],[2481],[2740],[2768],[2941],[3115],[3206],[3589],[3934],[3971],[4115],[4143],[4314],[4499],[4932],[5044],[5484],[5575],[5735],[5958],[6139],[6728],[6903],[7336],[7443],[7504],[7563],[7988],[8940],[9001],[9060],[9618],[9736],[10432],[10493],[11173],[11480],[12299],[12360],[12425],[13985],[14080],[14394],[14955],[17040],[17172],[18116],[20483],[21555]
   ]
cell #51 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [131],[265],[294],[406],[474],[504],[546],[693],[740],[764],[802],[820],[1113],[1185],[1285],[1337],[1368],[1392],[1537],[1722],[1760],[1778],[1846],[2042],[2292],[2384],[2491],[2643],[2695],[2726],[2750],[2788],[2895],[3413],[3530],[3780],[3875],[3915],[4125],[4217],[4324],[4801],[4873],[4913],[5342],[5899],[5939],[6149],[6418],[6451],[7277],[7317],[7745],[8460],[8592],[8607],[9308],[9980],[10911],[10980],[11819],[12697],[13800],[14762]
   ]
cell #52 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [401],[468],[533],[725],[815],[915],[982],[1107],[1226],[1353],[1498],[1773],[1840],[1940],[2711],
     [139,1588],[213,2106],[286,2452],[369,2946],[418,3170],[612,3939],[685,4285],[716,4430],[882,4937],[1057,5539],[1460,6783],[1674,7374],[2244,8871],[3147,11062],[5076,14844]
   ]
cell #53 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1586],[2104],[2454],[2944],[3172],[3937],[4287],[4434],[4935],[5541],[6785],[7378],[8875],[11066],[14848],
     [380,6183],[399,3095],[470,3332],[652,7879],[727,4471],[813,4698],[913,2339],[984,2473],[1109,5701],[1355,6481],[1500,3463],[1519,1560],[1771,7642],[1942,4306],[2713,10010]
   ]
cell #54 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1977],[2016],[2213],[2412],[2805],[3053],[3244],[3504],[3701],[4046],[4656],[4982],[5613],[6070],[7600],
     [152,12635],[252,14604],[310,15496],[358,10589],[480,17653],[572,7060],[663,8117],[771,20645],[786,8545],[994,5173],[1044,9913],[1237,10904],[1313,6384],[1447,11657],[1544,25165]
   ]
cell #55 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [148],[248],[316],[424],[486],[595],[669],[733],[838],[865],[938],[1000],[1125],[1155],[1327],[1361],[1399],[1506],[1611],[1638],[1796],[1823],[1877],[1996],[2110],[2368],[2426],[2460],[2498],[2546],[2719],[2757],[2969],[3025],[3072],[3178],[3338],[3484],[3598],[3657],[4293],[4331],[4379],[4445],[4492],[4675],[4781],[4954],[5001],[5547],[5707],[6026],[6242],[6455],[6502],[6791],[6849],[7619],[7725],[8673],[9984],[10031],[10320],[12763]
   ]
cell #56 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [969],[1325],[1579],[1927],[2097],[2683],[2937],[3040],[3453],[3930],[4928],[5409],[6653],[8507],[11866],
     [200,2038],[244,2225],[350,5822],[392,3076],[455,3266],[520,1496],[564,1596],[643,4058],[711,4418],[806,4679],[906,2320],[923,949],[1094,5635],[1203,2954],[1764,7623]
   ]
cell #57 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [736],[844],[944],[1131],[1242],[1364],[1509],[1617],[1802],[1979],[2142],[2341],[2722],[2975],[3975],
     [173,4296],[302,2463],[322,5550],[353,5999],[430,3181],[492,6794],[567,3630],[600,7526],[776,4582],[870,9023],[1022,9723],[1235,6194],[1425,11467],[2077,13972],[3565,18103]
   ]
cell #58 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [154],[254],[315],[360],[471],[485],[574],[585],[653],[668],[675],[788],[837],[855],[985],[999],[1006],[1110],[1124],[1259],[1303],[1326],[1345],[1416],[1561],[1610],[1795],[1943],[1964],[1993],[2000],[2050],[2159],[2358],[2402],[2425],[2444],[2703],[2774],[2968],[3027],[3130],[3228],[3481],[3488],[3538],[3992],[4277],[4489],[4733],[4956],[5059],[5499],[5597],[6244],[6499],[6743],[7137],[7677],[8675],[10028],[10272],[10666],[12765]
   ]
cell #59 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [168],[328],[347],[498],[589],[614],[681],[859],[884],[1012],[1019],[1038],[1149],[1174],[1307],[1422],[1441],[1562],[1632],[1657],[1685],[1704],[1871],[2074],[2093],[2255],[2274],[2338],[2406],[2431],[2540],[2858],[2877],[3094],[3191],[3321],[3464],[3485],[3562],[3581],[3743],[3762],[4107],[4472],[4493],[4603],[4697],[4794],[4952],[5250],[5690],[6131],[6203],[6240],[6482],[6503],[7641],[7738],[8194],[8341],[8671],[10011],[10032],[12761]
   ]
cell #60 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [169],[329],[346],[499],[599],[613],[682],[869],[883],[1013],[1025],[1031],[1159],[1173],[1428],[1434],[1563],[1642],[1656],[1669],[1858],[1864],[1881],[2080],[2114],[2239],[2340],[2430],[2527],[2533],[2550],[2627],[3096],[3142],[3164],[3184],[3342],[3397],[3462],[3483],[3568],[4383],[4432],[4470],[4491],[4699],[4767],[4953],[5071],[5093],[5711],[5766],[6182],[6241],[6480],[6501],[7171],[7643],[7711],[8672],[10009],[10030],[10700],[12762]
   ]
cell #61 :
  |C| = 45
  W-rep = phi[15,5]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [960],[1297],[1564],[1918],[2057],[2655],[2922],[3033],[3425],[3890],[4888],[5402],[6646],[8500],[11859],
     [245,2197],[284,2396],[351,5794],[446,1375],[511,1531],[565,3685],[644,4030],[747,758],[791,2160],[891,2373],[1085,2733],[1204,6054],[1260,1274],[1749,3993],[1981,1983]
   ]
cell #62 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [176],[305],[356],[476],[570],[603],[660],[704],[779],[803],[873],[991],[1041],[1115],[1286],[1310],[1334],[1407],[1444],[1552],[1670],[1761],[1831],[1989],[2039],[2210],[2240],[2385],[2409],[2506],[2692],[2765],[2802],[3031],[3143],[3217],[3477],[3527],[3698],[4043],[4339],[4485],[4510],[4960],[5072],[5146],[5586],[6067],[6248],[6310],[6495],[6914],[8090],[8679],[8741],[9200],[9839],[10024],[11583],[12100],[12769],[12831],[16175],[16692]
   ]
cell #63 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [181],[330],[500],[590],[683],[860],[1014],[1016],[1150],[1308],[1419],[1633],[1705],[1849],[2071],[2094],[2275],[2407],[2518],[2618],[3035],[3155],[3322],[3388],[3559],[3582],[3814],[4108],[4427],[4758],[4812],[4964],[5084],[5251],[5691],[5757],[6252],[6327],[6437],[6831],[7162],[7702],[8195],[8415],[8446],[8683],[9217],[9327],[9966],[10691],[11028],[11257],[11805],[12773],[13417],[14245],[14810],[15620],[15849],[17777],[18376],[19247],[23069],[23668]
   ]
cell #64 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [224],[412],[623],[731],[826],[926],[1051],[1359],[1454],[1504],[1599],[1689],[1784],[1884],[2259],[2366],[2419],[2458],[2553],[2717],[2812],[2862],[2957],[3176],[3196],[3306],[3482],[3655],[3747],[4092],[4199],[4291],[4439],[4490],[4607],[4779],[4957],[5235],[5324],[5545],[5675],[6024],[6179],[6236],[6245],[6500],[6617],[6789],[7011],[7723],[8179],[8268],[8370],[8667],[8676],[9126],[10029],[10146],[10318],[11212],[11729],[12757],[12766],[15804]
   ]
cell #65 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1224],[1255],[1391],[1536],[2003],[2155],[2354],[2490],[2749],[3231],[3491],[3988],[4124],[4323],[5600],
     [291,5160],[431,6371],[545,3643],[690,8104],[719,8357],[763,4595],[1070,9900],[1184,6012],[1473,11644],[1677,12447],[1721,7539],[2247,14416],[2291,9036],[3150,17194],[5079,21577]
   ]
cell #66 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [238],[443],[558],[637],[755],[796],[945],[957],[1082],[1132],[1197],[1279],[1294],[1492],[1528],[1713],[1754],[1815],[1915],[2034],[2194],[2283],[2323],[2378],[2393],[2637],[2652],[2663],[2886],[3079],[3262],[3407],[3422],[3433],[3682],[3771],[4027],[4211],[4226],[4237],[4620],[4682],[5336],[5351],[5362],[5631],[5791],[6051],[6237],[6412],[6630],[7024],[7626],[8295],[8365],[8368],[8668],[9127],[10159],[10887],[11210],[11727],[12758],[15802]
   ]
cell #67 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [6178],[6232],[6582],[6976],[7804],[8369],[8663],[9122],[9472],[10111],[11211],[11728],[12753],[13562],[15803],
     [1049,22530],[1452,24909],[1672,25932],[1882,19995],[2242,28328],[2551,14993],[2845,16614],[3145,31475],[3194,17238],[3730,12022],[3862,19043],[4435,20490],[4572,14041],[4860,21340],[5074,35667]
   ]
cell #68 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [241],[280],[444],[509],[561],[640],[745],[756],[793],[893],[958],[1083],[1135],[1200],[1262],[1276],[1295],[1373],[1529],[1714],[1751],[1816],[1916],[2162],[2195],[2284],[2375],[2394],[2634],[2653],[2664],[2731],[2887],[3404],[3423],[3434],[3683],[3772],[3995],[4028],[4208],[4227],[4238],[4621],[5333],[5352],[5363],[5792],[6052],[6238],[6409],[6631],[7025],[8296],[8362],[8367],[8669],[9128],[10160],[10886],[11209],[11726],[12759],[15801]
   ]
cell #69 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [243],[349],[445],[563],[642],[648],[757],[794],[948],[959],[1064],[1084],[1202],[1277],[1296],[1467],[1493],[1530],[1715],[1752],[1897],[1917],[2035],[2196],[2285],[2322],[2376],[2395],[2566],[2635],[2654],[2888],[3078],[3263],[3405],[3424],[3605],[3684],[3773],[4029],[4209],[4228],[4622],[4681],[4977],[5334],[5353],[5632],[5793],[6053],[6265],[6410],[6632],[6816],[7625],[8297],[8363],[8400],[8696],[10161],[10889],[11242],[12786],[15834]
   ]
cell #70 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [263],[404],[730],[818],[918],[1358],[1503],[1591],[1776],[2180],[2220],[2457],[2716],[2949],[3175],[3222],[3668],[4013],[4053],[4290],[4515],[4631],[5104],[5544],[5591],[5777],[5817],[6037],[6273],[6788],[6919],[7459],[7575],[7769],[8048],[8281],[8956],[9163],[9678],[9802],[9869],[9942],[10448],[11546],[11613],[11686],[12315],[12456],[13253],[13320],[14096],[14425],[15328],[15395],[15476],[17203],[17305],[17633],[18227],[20500],[20625],[21586],[24093],[25145]
   ]
cell #71 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [274],[507],[555],[743],[845],[895],[956],[1194],[1264],[1293],[1347],[1371],[1803],[1914],[2052],[2124],[2164],[2193],[2392],[2651],[2705],[2729],[2831],[3101],[3421],[3540],[3681],[3885],[3957],[3997],[4026],[4080],[4225],[4883],[5030],[5350],[5470],[5519],[5790],[5909],[6050],[6629],[6714],[6763],[7287],[7974],[8023],[8294],[8602],[8638],[9604],[9653],[10158],[11011],[11159],[11177],[11961],[12728],[13821],[13890],[14793],[15769],[17021],[18021]
   ]
cell #72 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [505],[741],[1249],[1369],[1514],[2149],[2348],[2468],[2727],[3274],[3327],[3637],[3982],[4301],[4589],[4647],[5203],[5643],[5696],[6006],[6289],[6429],[6993],[7533],[7591],[7821],[7874],[8147],[8438],[9030],[9179],[9818],[9958],[10186],[10522],[10810],[11562],[11797],[12389],[12528],[12601],[12686],[13269],[14497],[14570],[14655],[15344],[15507],[16389],[16462],[17321],[17664],[18628],[18701],[18797],[20656],[20761],[21094],[21704],[24110],[24223],[25176],[27754],[28756]
   ]
cell #73 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1018],[1037],[1171],[1421],[1440],[1654],[1684],[1870],[2073],[2206],[2232],[2254],[2539],[2798],[2857],[3012],[3063],[3190],[3225],[3301],[3561],[3694],[3742],[4039],[4065],[4087],[4518],[4602],[4626],[4666],[4992],[5119],[5230],[5594],[5670],[6063],[6202],[6268],[6887],[6922],[7006],[7070],[7570],[7610],[8174],[8343],[8555],[9092],[9158],[9383],[10599],[10974],[11397],[11702],[12645],[13473],[13866],[14191],[14614],[15989],[17398],[19193],[19616],[22690]
   ]
cell #74 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [439],[751],[1078],[1250],[1379],[1524],[1709],[2150],[2279],[2349],[2478],[2608],[2737],[2882],[3378],[3517],[3586],[3638],[3767],[3983],[4112],[4182],[4311],[4590],[4616],[4748],[4972],[5186],[5307],[5747],[5886],[6007],[6204],[6260],[6397],[6600],[6826],[7152],[7264],[7534],[7692],[8130],[8336],[8395],[8410],[8691],[8828],[9031],[9287],[10129],[10681],[10793],[10917],[11237],[11252],[11754],[12781],[12918],[13121],[14134],[14699],[15829],[15844],[19136]
   ]
cell #75 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [2582],[2613],[2894],[3352],[3383],[3779],[3836],[4187],[4546],[4753],[4800],[4834],[5312],[5752],[5860],[6148],[6223],[6402],[6450],[6556],[6950],[7157],[7238],[7697],[7744],[7778],[8459],[8571],[8608],[8654],[9113],[9292],[9446],[9979],[10085],[10686],[10909],[10981],[11773],[11818],[11930],[12013],[12698],[12744],[13536],[13801],[14032],[14691],[14763],[15038],[16605],[17101],[17564],[17932],[19034],[20040],[20537],[20868],[21331],[22856],[24441],[26310],[26773],[29883]
   ]
cell #76 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [466],[531],[799],[899],[980],[1105],[1268],[1282],[1338],[1483],[1572],[1757],[1838],[1938],[2025],[2043],[2065],[2168],[2381],[2640],[2696],[2785],[2930],[3253],[3293],[3410],[3531],[3553],[3876],[3898],[3912],[4001],[4214],[4874],[4896],[4910],[5222],[5339],[5622],[5662],[5900],[5922],[5936],[6415],[7278],[7300],[7314],[7840],[8166],[8398],[8593],[8846],[9305],[10829],[10912],[10916],[11240],[11757],[12936],[13797],[14133],[14698],[15832],[19135]
   ]
cell #77 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [287],[419],[686],[732],[833],[933],[1058],[1360],[1461],[1505],[1606],[1690],[1791],[1891],[2260],[2459],[2560],[2718],[2819],[2863],[2964],[3177],[3307],[3344],[3748],[4093],[4292],[4393],[4608],[4650],[5236],[5546],[5676],[5713],[6117],[6292],[6424],[6790],[7012],[7552],[7594],[8180],[8433],[9049],[9182],[9821],[9953],[10541],[11565],[11792],[12408],[12523],[13272],[14492],[15347],[16384],[17324],[18623],[20756],[24105]
   ]
cell #78 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [309],[317],[479],[487],[594],[670],[770],[839],[864],[1001],[1126],[1154],[1162],[1253],[1328],[1398],[1543],[1612],[1637],[1645],[1797],[1822],[2019],[2109],[2153],[2228],[2352],[2427],[2497],[2756],[2970],[3003],[3046],[3051],[3247],[3507],[3520],[3597],[3641],[3986],[4061],[4330],[4416],[4593],[4654],[4975],[4980],[5189],[5616],[6010],[6263],[6603],[6820],[7537],[7598],[8133],[8404],[8694],[9034],[10132],[11246],[12784],[13124],[15838]
   ]
cell #79 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [318],[362],[488],[576],[592],[671],[840],[849],[862],[1002],[1020],[1127],[1152],[1215],[1329],[1351],[1396],[1423],[1613],[1635],[1798],[1807],[1820],[2056],[2075],[2107],[2121],[2133],[2428],[2495],[2709],[2754],[2971],[3041],[3098],[3110],[3544],[3563],[3595],[3621],[3954],[3966],[4328],[4421],[4533],[4970],[5027],[5039],[5990],[6258],[6543],[6825],[6937],[7477],[8409],[8689],[8974],[9433],[10072],[11251],[12779],[13064],[13523],[15843]
   ]
cell #80 :
  |C| = 45
  W-rep = phi[15,4]+phi[30,3]
  special rep = phi[30,3] , dim = 30
  orbit = E6(a3)
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1258],[1408],[1553],[1832],[1999],[2158],[2357],[2507],[2766],[3026],[3227],[3487],[3991],[4340],[5596],
     [357,6015],[571,3646],[604,7542],[661,8100],[780,4598],[874,9039],[992,5156],[1042,9896],[1311,6367],[1445,11640],[1671,12441],[1990,8351],[2241,14410],[3144,17188],[5073,21571]
   ]
cell #81 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [319],[489],[593],[672],[841],[863],[1003],[1021],[1128],[1153],[1164],[1330],[1397],[1424],[1614],[1636],[1647],[1799],[1821],[2020],[2076],[2108],[2134],[2230],[2429],[2496],[2755],[2972],[3005],[3042],[3050],[3111],[3248],[3508],[3564],[3596],[3622],[3967],[4063],[4329],[4415],[4534],[4653],[4971],[4979],[5040],[5617],[5991],[6259],[6544],[6819],[6938],[7478],[7597],[8403],[8690],[8975],[9434],[10073],[11245],[12780],[13065],[13524],[15837]
   ]
cell #82 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [348],[615],[646],[885],[1056],[1062],[1175],[1459],[1465],[1658],[1675],[1708],[1889],[1895],[2245],[2278],[2432],[2558],[2564],[2588],[2848],[2881],[2898],[3148],[3201],[3358],[3486],[3603],[3733],[3766],[3783],[3865],[4494],[4552],[4575],[4615],[4804],[4863],[4951],[4974],[5077],[6152],[6201],[6239],[6262],[6504],[6585],[6817],[6956],[6979],[7748],[7807],[8340],[8401],[8670],[8693],[9475],[10033],[10114],[11243],[12760],[12783],[13565],[15835]
   ]
cell #83 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [583],[596],[674],[853],[866],[1005],[1032],[1156],[1301],[1400],[1415],[1435],[1639],[1824],[1865],[1963],[2012],[2111],[2140],[2201],[2400],[2499],[2534],[2758],[2773],[2793],[3117],[3185],[3203],[3240],[3500],[3599],[3689],[3973],[4034],[4332],[4437],[4496],[5017],[5046],[5114],[5169],[5572],[5609],[6058],[6185],[6380],[6841],[6900],[7095],[8113],[8425],[8811],[9075],[9909],[10624],[10957],[11267],[11653],[12901],[14174],[15859],[16245],[19176]
   ]
cell #84 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [894],[1263],[2007],[2163],[2362],[3235],[3495],[3651],[3996],[4708],[4775],[5164],[5604],[6020],[6375],[6444],[7112],[7652],[7719],[8108],[8453],[8614],[9265],[9904],[9973],[10247],[10314],[10641],[10987],[11648],[11812],[12543],[12704],[12965],[13355],[13698],[14512],[14769],[15430],[15579],[15658],[15755],[16404],[17736],[17815],[17912],[18643],[18827],[19771],[19850],[20776],[21124],[22119],[22198],[22309],[24253],[24357],[24688],[25296],[27768],[27869],[28786],[31363],[32290]
   ]
cell #85 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [842],[942],[1129],[1346],[1491],[1615],[1800],[1814],[2033],[2051],[2125],[2324],[2445],[2662],[2704],[2973],[3080],[3102],[3131],[3261],[3432],[3539],[3884],[3958],[4236],[4278],[4683],[4734],[4882],[5031],[5060],[5361],[5471],[5500],[5630],[5908],[6715],[6744],[7023],[7138],[7286],[7627],[7678],[7975],[8004],[8601],[9097],[9605],[9634],[10273],[10667],[10979],[11160],[11443],[11694],[13724],[13822],[13858],[14196],[16035],[17020],[17390],[19198],[22682]
   ]
cell #86 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [354],[568],[601],[777],[871],[1035],[1161],[1254],[1405],[1438],[1550],[1644],[1829],[1868],[2154],[2204],[2227],[2353],[2504],[2537],[2763],[2796],[3002],[3188],[3224],[3642],[3692],[3987],[4037],[4060],[4337],[4370],[4517],[4594],[4628],[5117],[5557],[5593],[6011],[6061],[6270],[6801],[6921],[7461],[7538],[7572],[8061],[8958],[9035],[9160],[9691],[9799],[10450],[11543],[12317],[13250],[14098],[15325],[17302],[20497]
   ]
cell #87 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [472],[537],[654],[801],[901],[986],[1111],[1120],[1270],[1284],[1336],[1481],[1574],[1730],[1759],[1944],[2023],[2041],[2067],[2170],[2300],[2383],[2642],[2694],[2903],[2932],[3251],[3295],[3412],[3529],[3555],[3788],[3874],[3900],[4003],[4216],[4872],[4898],[5127],[5224],[5341],[5620],[5664],[5898],[5924],[6417],[6845],[7276],[7302],[7842],[8168],[8429],[8591],[8848],[9066],[10831],[10910],[10948],[11271],[12938],[13798],[14165],[15863],[19167]
   ]
cell #88 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1404],[1549],[1828],[2135],[2334],[2503],[2762],[2783],[3090],[3112],[3207],[3467],[3623],[3910],[3968],[4336],[4475],[4500],[4535],[4693],[4908],[5041],[5481],[5576],[5934],[5992],[6485],[6545],[6725],[6904],[6939],[7312],[7444],[7479],[7637],[7985],[8941],[8976],[9303],[9435],[9615],[10014],[10074],[10433],[10468],[11170],[11725],[12300],[12335],[13066],[13525],[13889],[14081],[14387],[14666],[16927],[17041],[17076],[17421],[19389],[20480],[20843],[22713],[26285]
   ]
cell #89 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1667],[1693],[1892],[2237],[2263],[2561],[2603],[2866],[3140],[3310],[3345],[3373],[3751],[4096],[4177],[4394],[4456],[4611],[4651],[4743],[5069],[5239],[5302],[5679],[5714],[5742],[6293],[6392],[6422],[6466],[6860],[7015],[7147],[7595],[7687],[8183],[8361],[8431],[9143],[9183],[9282],[9356],[9951],[9995],[10676],[10891],[11116],[11720],[11790],[12043],[13446],[13884],[14333],[14673],[15708],[16635],[17083],[17416],[17865],[19335],[20850],[22708],[23157],[26292]
   ]
cell #90 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [361],[575],[664],[848],[995],[1045],[1143],[1214],[1314],[1348],[1448],[1626],[1698],[1806],[1953],[2053],[2087],[2123],[2214],[2268],[2413],[2672],[2706],[2806],[3065],[3100],[3315],[3442],[3541],[3575],[3702],[3886],[3956],[4047],[4101],[4246],[4668],[4884],[4994],[5029],[5244],[5371],[5469],[5684],[5910],[6071],[6713],[7072],[7288],[7612],[7973],[8188],[8557],[8603],[9603],[10601],[11158],[12647],[13820],[14616]
   ]
cell #91 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [365],[579],[666],[850],[997],[1047],[1141],[1218],[1316],[1350],[1450],[1624],[1696],[1808],[2055],[2085],[2120],[2216],[2266],[2415],[2585],[2708],[2808],[3037],[3097],[3313],[3355],[3543],[3573],[3704],[3953],[4049],[4099],[4420],[4549],[4640],[4966],[5026],[5242],[5682],[6073],[6254],[6282],[6824],[6953],[7044],[7584],[8186],[8408],[8476],[8685],[9172],[10573],[11250],[11318],[11835],[12566],[12775],[14535],[15100],[15842],[15910],[19537],[20102]
   ]
cell #92 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1212],[1745],[2315],[2598],[2918],[3368],[3803],[3808],[4172],[4562],[4806],[5297],[5464],[5832],[6321],[6365],[6708],[6966],[7210],[7415],[8347],[8518],[8796],[8912],[9211],[9255],[9712],[10237],[10897],[11360],[11456],[11706],[11877],[12155],[12886],[13002],[13870],[13961],[14114],[14679],[15142],[15952],[16747],[17089],[17121],[17402],[18092],[18245],[19116],[20144],[20606],[20856],[21504],[22694],[23537],[24510],[25126],[26048],[26298],[28444],[29043],[29952],[33736],[34335]
   ]
cell #93 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [374],[616],[700],[886],[1026],[1068],[1176],[1429],[1471],[1659],[1666],[1692],[1859],[1901],[2081],[2236],[2262],[2528],[2570],[2602],[2628],[2839],[2865],[3139],[3165],[3372],[3398],[3569],[3724],[3750],[3856],[4176],[4566],[4610],[4768],[4854],[5068],[5094],[5301],[5767],[6224],[6391],[6576],[6970],[7172],[7712],[7798],[8360],[8655],[9114],[9466],[10105],[10701],[12014],[12745],[13556],[14033],[16606],[19035],[21332]
   ]
cell #94 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [649],[1065],[1116],[1468],[1716],[1726],[1898],[2286],[2296],[2567],[2591],[2632],[2889],[2899],[3361],[3402],[3606],[3774],[3784],[3816],[4165],[4206],[4229],[4555],[4623],[4814],[4978],[5123],[5290],[5331],[5354],[5457],[6266],[6329],[6358],[6407],[6633],[6701],[6815],[6839],[6959],[8298],[8358],[8399],[8423],[8697],[8789],[9068],[9219],[9248],[10162],[10230],[10888],[10950],[11241],[11265],[12148],[12787],[12879],[14167],[15833],[15857],[16740],[19169]
   ]
cell #95 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [703],[1074],[1477],[1681],[1907],[2251],[2576],[2579],[2854],[3154],[3349],[3739],[3871],[4153],[4543],[4581],[4869],[5083],[5278],[5445],[6190],[6346],[6591],[6689],[6947],[6985],[7362],[7813],[8349],[8777],[8859],[9080],[9236],[9481],[10120],[10218],[10962],[11050],[11191],[11708],[12136],[12867],[13571],[13872],[13904],[14179],[14832],[14973],[15783],[16728],[17154],[17404],[18035],[19181],[19975],[20921],[21537],[22446],[22696],[24825],[25441],[26363],[30267],[30883]
   ]
cell #96 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [598],[680],[868],[1011],[1030],[1158],[1402],[1418],[1433],[1641],[1668],[1826],[1863],[1969],[2113],[2141],[2199],[2238],[2501],[2532],[2760],[2776],[2791],[3118],[3141],[3183],[3202],[3215],[3601],[3687],[3974],[4032],[4334],[4431],[4495],[4508],[5047],[5070],[5112],[5144],[5571],[5584],[6056],[6184],[6308],[6835],[6899],[6912],[8088],[8419],[8739],[9074],[9198],[9837],[10956],[11261],[11581],[12098],[12829],[14173],[15853],[16173],[16690],[19175]
   ]
cell #97 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [2211],[2410],[2803],[3218],[3478],[3699],[4044],[4074],[4486],[4511],[4629],[4955],[5147],[5513],[5587],[6068],[6243],[6271],[6311],[6496],[6757],[6915],[7455],[7573],[8017],[8091],[8674],[8742],[8952],[9161],[9201],[9647],[9800],[9840],[10025],[10444],[11544],[11584],[11955],[12101],[12311],[12764],[12832],[13251],[13291],[14092],[14697],[15326],[15366],[16176],[16693],[17107],[17303],[17624],[17926],[20368],[20498],[20531],[20874],[22916],[24090],[24435],[26316],[29877]
   ]
cell #98 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [375],[617],[699],[887],[1039],[1067],[1177],[1442],[1470],[1660],[1676],[1682],[1872],[1900],[2246],[2252],[2541],[2569],[2583],[2849],[2855],[3149],[3192],[3353],[3734],[3740],[3866],[4157],[4547],[4576],[4600],[4864],[5078],[5282],[5449],[6196],[6350],[6586],[6693],[6951],[6980],[7808],[8387],[8781],[9240],[9476],[10115],[10222],[11229],[11746],[12140],[12871],[13566],[15011],[15821],[16732],[17256],[20013],[22548],[24927]
   ]
cell #99 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [376],[620],[890],[1028],[1180],[1431],[1663],[1664],[1861],[2083],[2234],[2530],[2630],[2837],[3137],[3167],[3400],[3571],[3722],[3854],[4425],[4564],[4770],[4852],[5066],[5096],[5398],[5769],[6192],[6574],[6642],[6829],[6968],[7174],[7714],[7796],[8413],[8496],[8623],[9082],[9464],[10103],[10703],[10964],[10996],[11255],[11855],[11982],[12713],[13554],[13938],[14181],[14778],[15847],[16574],[17470],[18069],[18940],[19183],[21237],[21853],[22762],[26679],[27295]
   ]
cell #100 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [506],[521],[742],[897],[970],[1266],[1370],[1409],[1570],[1928],[2063],[2136],[2166],[2728],[2767],[2928],[3113],[3208],[3291],[3551],[3896],[3969],[3999],[4142],[4501],[4894],[5042],[5220],[5482],[5577],[5660],[5733],[5920],[6726],[6905],[7298],[7445],[7502],[7838],[7986],[8164],[8844],[8942],[8999],[9616],[10434],[10491],[10827],[11171],[11208],[12301],[12358],[12934],[13921],[14082],[14101],[14953],[15800],[17042],[17108],[18052],[19103],[20481],[21491]
   ]
cell #101 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [441],[461],[753],[798],[975],[1080],[1100],[1281],[1526],[1554],[1571],[1711],[1756],[1833],[1933],[2064],[2281],[2335],[2380],[2639],[2784],[2884],[2929],[3091],[3292],[3409],[3468],[3552],[3769],[3897],[3911],[4213],[4476],[4618],[4694],[4895],[4909],[5221],[5338],[5661],[5921],[5935],[6206],[6414],[6486],[7299],[7313],[7638],[7839],[8165],[8337],[8397],[8845],[9304],[10015],[10828],[10918],[11239],[11756],[12935],[14135],[14700],[15831],[19137]
   ]
cell #102 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [955],[1292],[1913],[2015],[2192],[2391],[2650],[3243],[3420],[3503],[3680],[3848],[4025],[4224],[4846],[5172],[5349],[5612],[5789],[5872],[6049],[6383],[6568],[6628],[7250],[7790],[8116],[8293],[8583],[8637],[9458],[9912],[10097],[10157],[10779],[11010],[11179],[11656],[11942],[12673],[12727],[13548],[13892],[14642],[14792],[15602],[15771],[16534],[17759],[18023],[18773],[18894],[19794],[21191],[22142],[23315],[24380],[25711],[27993],[31371]
   ]
cell #103 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [2615],[2914],[3008],[3385],[3799],[3834],[3950],[4189],[4755],[4832],[4948],[5314],[5397],[5417],[5754],[5858],[6404],[6554],[6641],[6661],[7159],[7236],[7356],[7699],[7776],[8495],[8515],[8569],[8622],[8853],[9294],[9444],[10083],[10688],[10902],[10995],[11044],[11854],[11874],[11928],[11981],[12712],[13534],[13805],[13937],[14684],[14777],[14826],[16573],[17094],[17469],[17936],[18068],[18939],[20541],[20861],[21236],[21852],[22761],[24445],[26303],[26678],[27294],[29887]
   ]
cell #104 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [4252],[4386],[5377],[5565],[5851],[6116],[6809],[7229],[7383],[7434],[7551],[7901],[8537],[8880],[8931],[9048],[9531],[9708],[9765],[9774],[10540],[11071],[11080],[11379],[11452],[11509],[11518],[11896],[12407],[12460],[13021],[13216],[13844],[13957],[14297],[14429],[14853],[14862],[15161],[15291],[15971],[16110],[16321],[17296],[17376],[17975],[18088],[18428],[18560],[19299],[20163],[20724],[21759],[22668],[23720],[24103],[24304],[27201],[29746],[32094]
   ]
cell #105 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [3811],[3850],[4253],[4387],[4809],[4848],[5378],[5423],[5566],[5874],[6324],[6570],[6667],[6810],[7252],[7384],[7792],[7927],[8382],[8585],[8755],[8881],[9214],[9460],[9557],[9706],[10099],[10196],[11072],[11134],[11224],[11450],[11741],[11944],[12114],[12845],[13550],[13819],[13955],[14745],[14854],[14916],[15006],[15816],[16706],[17025],[17251],[17950],[18086],[18311],[20008],[20555],[21018],[21408],[22543],[23603],[24144],[24459],[24922],[26460],[28078],[29901],[30364],[33370]
   ]
cell #106 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [395],[809],[909],[1381],[1515],[1582],[1767],[2100],[2181],[2365],[2469],[2480],[2739],[2940],[3070],[3328],[3588],[3654],[3669],[3933],[4014],[4114],[4302],[4313],[4673],[4778],[4931],[4999],[5105],[5439],[5697],[5778],[5957],[6023],[6038],[6138],[6683],[7335],[7562],[7617],[7722],[7853],[7875],[7943],[8049],[8282],[8771],[9059],[9573],[9679],[9735],[9943],[10212],[10317],[10842],[11150],[11479],[11687],[12130],[12427],[12487],[12861],[13394],[13984],[14396],[14456],[14932],[15469],[15510],[16348],[16722],[17174],[17667],[18115],[18587],[19702],[20751],[21557],[22050],[24320],[27762]
   ]
cell #107 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [896],[917],[1265],[1486],[1590],[2028],[2165],[2219],[2440],[2948],[3126],[3220],[3256],[3998],[4052],[4273],[4513],[4633],[4729],[5055],[5495],[5589],[5625],[5816],[6275],[6739],[6917],[7133],[7457],[7577],[7673],[7767],[7999],[8954],[9165],[9629],[9804],[9867],[10268],[10446],[10662],[11438],[11548],[11611],[12313],[13255],[13318],[13719],[14094],[14132],[15330],[15393],[16030],[17139],[17307],[17327],[18225],[19134],[20502],[20562],[21522],[22619],[24091],[25082]
   ]
cell #108 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1569],[2062],[2927],[3068],[3290],[3550],[3895],[4671],[4893],[4997],[5219],[5437],[5659],[5919],[6681],[7075],[7297],[7615],[7837],[7941],[8163],[8560],[8769],[8843],[9571],[10210],[10604],[10826],[11148],[11207],[12128],[12650],[12859],[12933],[13661],[13920],[14104],[14619],[14930],[15740],[15799],[16720],[17111],[17897],[18051],[18922],[19106],[19932],[21219],[21494],[22280],[22403],[23343],[24782],[25739],[26936],[28021],[29315],[31578],[34831]
   ]
cell #109 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [832],[932],[1344],[1489],[1605],[1790],[2031],[2049],[2126],[2325],[2443],[2702],[2818],[2963],[3081],[3103],[3129],[3259],[3537],[3882],[3959],[4077],[4276],[4684],[4732],[4880],[5032],[5058],[5472],[5498],[5516],[5628],[5906],[6716],[6742],[6760],[7136],[7284],[7628],[7676],[7976],[8002],[8020],[8599],[9606],[9632],[9650],[10271],[10665],[10947],[11161],[11441],[11958],[13722],[13823],[13826],[14164],[14729],[16033],[17019],[17358],[17957],[19166],[22650]
   ]
cell #110 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1389],[1488],[1534],[2030],[2132],[2331],[2488],[2747],[3087],[3109],[3210],[3258],[3620],[3965],[4122],[4321],[4503],[4532],[4690],[5038],[5478],[5579],[5627],[5729],[5989],[6542],[6722],[6907],[6936],[7447],[7476],[7498],[7634],[7982],[8944],[8973],[8995],[9432],[9612],[10071],[10436],[10465],[10487],[11167],[12303],[12332],[12354],[13063],[13522],[13857],[14084],[14384],[14949],[16924],[17044],[17045],[17389],[17988],[19386],[20479],[20812],[21428],[22681],[26254]
   ]
cell #111 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [609],[650],[879],[1050],[1066],[1117],[1169],[1453],[1469],[1652],[1673],[1727],[1883],[1894],[1899],[2119],[2243],[2297],[2552],[2563],[2568],[2592],[2900],[3074],[3146],[3195],[3347],[3362],[3607],[3785],[4166],[4396],[4436],[4442],[4556],[4677],[5003],[5075],[5124],[5291],[5458],[5716],[6180],[6359],[6452],[6702],[6840],[6846],[6960],[7621],[8424],[8790],[9070],[9249],[9981],[10231],[10952],[11266],[12149],[12880],[14169],[15858],[16741],[19171]
   ]
cell #112 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1695],[1905],[1967],[2265],[2574],[2601],[2691],[2868],[3312],[3371],[3461],[3753],[3813],[3831],[4098],[4175],[4613],[4741],[4811],[4829],[5241],[5300],[5391],[5681],[5740],[6326],[6344],[6390],[6436],[6635],[7017],[7145],[7685],[8185],[8355],[8445],[8489],[9216],[9234],[9280],[9326],[9965],[10674],[10894],[11027],[11714],[11804],[11848],[13416],[13878],[14244],[14676],[14809],[15619],[17086],[17410],[17776],[18375],[19246],[20853],[22702],[23068],[23667],[26295]
   ]
cell #113 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1040],[1172],[1443],[1655],[1683],[1873],[2209],[2233],[2253],[2542],[2584],[2801],[2856],[3013],[3193],[3226],[3300],[3354],[3697],[3741],[4042],[4066],[4086],[4519],[4548],[4601],[4625],[4639],[5122],[5229],[5595],[5669],[6066],[6197],[6267],[6281],[6923],[6952],[7005],[7043],[7569],[7583],[8173],[8342],[8475],[9087],[9157],[9171],[10572],[10969],[11317],[11701],[11834],[12565],[13865],[14186],[14534],[15099],[15909],[17397],[19188],[19536],[20101],[22689]
   ]
cell #114 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1179],[1217],[1662],[1748],[1862],[2318],[2531],[2599],[2631],[2838],[3168],[3369],[3401],[3723],[3807],[3855],[4563],[4565],[4771],[4805],[4853],[5097],[5399],[5770],[6193],[6320],[6575],[6643],[6967],[6969],[7175],[7715],[7797],[8346],[8497],[8624],[9083],[9210],[9465],[10104],[10704],[10965],[10997],[11705],[11856],[11983],[12714],[13555],[13869],[13939],[14182],[14779],[16575],[17401],[17471],[18070],[18941],[19184],[21238],[21854],[22693],[22763],[26680],[27296]
   ]
cell #115 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1961],[2688],[2994],[3458],[3853],[3941],[4262],[4851],[4939],[5387],[5411],[5419],[5877],[5965],[6655],[6663],[7255],[7343],[7359],[7915],[7923],[8509],[8588],[8856],[9545],[9553],[9788],[10348],[11047],[11094],[11130],[11532],[11868],[12215],[12493],[13810],[13990],[14311],[14462],[14829],[14876],[16124],[17060],[17522],[18121],[18442],[19313],[19464],[20827],[21443],[21905],[22814],[23734],[25347],[26269],[27347],[27943],[30789],[33235],[35474]
   ]
cell #116 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2912],[3006],[3797],[3948],[4168],[4358],[4946],[5293],[5414],[5460],[5531],[5837],[6361],[6658],[6704],[6775],[7215],[7357],[7409],[7420],[8035],[8512],[8523],[8792],[8854],[8906],[8917],[9251],[9665],[9739],[10233],[10398],[10936],[11045],[11365],[11483],[11871],[11882],[12151],[12265],[12882],[13007],[13190],[14071],[14153],[14718],[14827],[15147],[15265],[15957],[16743],[17270],[18284],[19155],[20149],[20494],[20709],[23576],[26151],[28547]
   ]
cell #117 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [4375],[5562],[6110],[6806],[7463],[7545],[8066],[8960],[9042],[9696],[9726],[9796],[10452],[10534],[11470],[11540],[12319],[12401],[12432],[13177],[13247],[13975],[14100],[14401],[15252],[15322],[15561],[16293],[17179],[17225],[17299],[17718],[18106],[18532],[18867],[20492],[20664],[20992],[21164],[21562],[21608],[23010],[24125],[24568],[25184],[25512],[26434],[26606],[28059],[28658],[29101],[30010],[30954],[32480],[33351],[34393],[34967],[37482],[39559],[41426]
   ]
cell #118 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [8256],[9931],[10767],[11675],[12549],[12661],[13382],[14518],[14630],[15457],[15501],[15573],[16410],[16522],[17658],[17730],[18649],[18761],[18803],[19693],[19765],[20650],[20782],[21100],[22041],[22113],[22393],[23224],[24229],[24279],[24351],[24772],[25170],[25620],[25979],[27760],[27903],[28213],[28375],[28762],[28812],[30214],[31385],[31759],[32324],[32634],[33505],[33667],[35060],[35577],[35951],[36761],[37636],[38921],[39652],[40543],[41046],[43011],[44575],[45953]
   ]
cell #119 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2846],[2892],[3731],[3777],[3863],[4164],[4573],[4798],[4861],[5289],[5456],[6146],[6233],[6357],[6446],[6583],[6700],[6977],[7742],[7805],[8233],[8455],[8611],[8664],[8788],[9123],[9247],[9473],[9886],[9975],[10112],[10229],[10984],[11630],[11814],[12023],[12147],[12545],[12701],[12754],[12878],[13337],[13563],[14042],[14514],[14766],[15412],[15576],[16406],[16615],[16739],[17733],[18645],[19044],[19768],[20778],[21341],[22116],[24354],[27765]
   ]
cell #120 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [3614],[4526],[5983],[6227],[6536],[6930],[7470],[8658],[8967],[9117],[9426],[9756],[10065],[10459],[11500],[12017],[12326],[12748],[13057],[13207],[13516],[14036],[14279],[14378],[15282],[16092],[16609],[16918],[17287],[17355],[18410],[19038],[19281],[19380],[20284],[20590],[20786],[21335],[21670],[22579],[22647],[23702],[24166],[24958],[25110],[26032],[26228],[27112],[28428],[28699],[29491],[29608],[30552],[31956],[32849],[33991],[35034],[36148],[38199],[40959]
   ]
cell #121 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [7033],[8465],[10562],[10932],[11307],[11824],[12555],[14149],[14524],[14714],[15089],[15524],[15899],[16416],[17681],[18280],[18655],[19151],[19526],[19716],[20091],[20705],[20955],[21070],[22064],[22973],[23572],[23947],[24334],[24402],[25475],[26147],[26397],[26512],[27506],[27836],[28024],[28543],[28867],[29776],[29844],[30917],[31417],[32124],[32257],[33128],[33316],[34159],[35367],[35609],[36316],[36419],[37259],[38494],[39228],[40201],[41097],[41945],[43598],[45665]
   ]
cell #122 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [465],[825],[979],[1104],[1343],[1558],[1598],[1783],[1837],[1937],[2048],[2418],[2442],[2701],[2811],[2827],[2916],[2956],[3010],[3128],[3480],[3536],[3801],[3952],[4251],[4275],[4385],[4401],[4488],[4731],[4950],[5057],[5376],[5443],[5497],[5564],[5849],[5976],[6498],[6687],[6741],[6808],[6892],[7135],[7227],[7354],[7380],[7386],[7432],[7675],[7947],[8535],[8877],[8883],[8929],[9388],[9577],[9709],[10027],[10270],[10375],[10664],[11068],[11154],[11377],[11402],[11453],[11894],[12242],[13019],[13478],[13958],[14048],[14850],[15159],[15969],[15994],[17030],[18089],[19621],[20161]
   ]
cell #123 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [469],[651],[800],[983],[1108],[1119],[1283],[1339],[1559],[1573],[1729],[1758],[1941],[2044],[2066],[2299],[2336],[2382],[2641],[2697],[2902],[2931],[3092],[3294],[3411],[3465],[3532],[3554],[3787],[3877],[3899],[4215],[4473],[4695],[4875],[4897],[5126],[5223],[5340],[5663],[5901],[5923],[6416],[6483],[6844],[7279],[7301],[7639],[7841],[8167],[8428],[8594],[8847],[9067],[10012],[10830],[10913],[10949],[11270],[12937],[13799],[14166],[15862],[19168]
   ]
cell #124 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [795],[824],[1278],[1342],[1597],[1753],[1782],[2047],[2377],[2417],[2441],[2636],[2700],[2810],[2955],[3127],[3406],[3479],[3535],[3880],[4075],[4210],[4274],[4487],[4730],[4878],[4961],[5056],[5335],[5496],[5514],[5904],[6249],[6411],[6497],[6740],[6758],[7134],[7282],[7674],[8000],[8018],[8364],[8597],[8680],[9630],[9648],[10026],[10269],[10663],[10885],[10945],[11439],[11956],[12770],[13720],[13827],[14162],[14727],[16031],[17359],[17958],[19164],[22651]
   ]
cell #125 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1568],[2061],[2926],[3067],[3289],[3549],[3894],[4670],[4892],[4996],[5218],[5436],[5658],[5918],[6680],[7074],[7296],[7614],[7836],[7940],[8162],[8559],[8768],[8842],[9570],[10209],[10603],[10825],[11147],[11206],[12127],[12649],[12858],[12932],[13660],[13919],[14102],[14618],[14929],[15739],[15798],[16719],[17109],[17896],[18050],[18921],[19104],[19931],[21218],[21492],[22279],[22401],[23342],[24780],[25738],[26934],[28020],[29313],[31576],[34829]
   ]
cell #126 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1340],[1388],[1533],[2045],[2131],[2330],[2487],[2698],[2746],[3086],[3108],[3472],[3533],[3619],[3878],[3964],[4121],[4320],[4480],[4531],[4689],[4876],[5037],[5477],[5728],[5902],[5988],[6490],[6541],[6721],[6935],[7280],[7475],[7497],[7633],[7981],[8595],[8972],[8994],[9431],[9611],[10019],[10070],[10464],[10486],[10914],[11166],[12331],[12353],[13062],[13521],[13796],[13856],[14383],[14948],[16923],[17046],[17388],[17987],[19385],[20813],[21429],[22680],[26255]
   ]
cell #127 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [524],[916],[973],[1412],[1485],[1589],[1931],[2027],[2218],[2439],[2770],[2947],[3125],[3219],[3255],[4051],[4145],[4272],[4512],[4728],[5054],[5494],[5588],[5624],[5815],[6522],[6738],[6916],[7132],[7456],[7672],[7766],[7998],[8953],[9412],[9628],[9866],[10051],[10267],[10445],[10661],[11437],[11610],[11918],[12312],[13043],[13317],[13502],[13718],[14093],[14131],[15392],[16029],[16202],[16510],[16904],[17138],[17328],[18224],[18749],[19095],[19133],[20394],[20563],[21392],[21521],[22430],[22620],[23516],[24809],[25083],[25912],[26005],[26963],[28401],[29342],[30525],[31605],[32822],[35007],[38049]
   ]
cell #128 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [544],[762],[1183],[1252],[1390],[1535],[1720],[2152],[2290],[2351],[2489],[2610],[2748],[2893],[3380],[3640],[3778],[3985],[4123],[4184],[4322],[4592],[4750],[4799],[5309],[5749],[6009],[6147],[6399],[6449],[7154],[7536],[7694],[7743],[8253],[8458],[8610],[9033],[9289],[9928],[9978],[10683],[10983],[11672],[11817],[12548],[12700],[13379],[14517],[14765],[15454],[15575],[16409],[17732],[18648],[19767],[20781],[22115],[24353],[27764]
   ]
cell #129 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [684],[705],[1015],[1075],[1151],[1478],[1634],[1680],[1706],[1850],[2095],[2250],[2276],[2519],[2578],[2619],[3153],[3156],[3323],[3348],[3389],[3583],[3815],[4109],[4428],[4542],[4759],[4813],[5082],[5085],[5252],[5692],[5758],[6189],[6328],[6438],[6832],[6946],[7163],[7703],[8196],[8416],[8447],[9079],[9218],[9328],[9967],[10692],[10961],[11029],[11258],[11806],[13418],[14178],[14246],[14811],[15621],[15850],[17778],[18377],[19180],[19248],[23070],[23669]
   ]
cell #130 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1717],[1819],[1893],[2287],[2562],[2633],[2667],[2778],[2890],[3346],[3403],[3437],[3775],[3817],[3905],[4207],[4241],[4395],[4624],[4652],[4815],[4903],[5332],[5366],[5405],[5715],[5929],[6294],[6330],[6408],[6421],[6649],[7028],[7307],[7596],[7909],[8359],[8430],[8503],[9184],[9220],[9298],[9539],[9782],[9950],[10890],[11088],[11526],[11718],[11789],[11862],[13882],[14305],[14672],[14870],[16118],[17082],[17414],[18436],[19307],[20849],[22706],[23728],[26291]
   ]
cell #131 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1055],[1122],[1458],[1707],[1732],[1809],[1888],[2277],[2302],[2557],[2587],[2657],[2880],[2897],[2905],[3200],[3357],[3427],[3765],[3782],[3790],[3820],[4231],[4469],[4551],[4614],[4803],[4818],[5129],[5356],[5844],[6151],[6200],[6208],[6333],[6479],[6873],[6955],[7018],[7222],[7427],[7747],[8338],[8530],[8639],[8924],[9090],[9098],[9223],[10008],[10972],[11372],[11697],[11889],[12729],[13014],[13861],[14189],[15154],[15964],[17393],[19191],[20156],[22685]
   ]
cell #132 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1955],[2674],[2982],[3444],[3888],[3918],[4248],[4886],[4916],[5373],[5406],[5466],[5912],[5942],[6650],[6710],[7290],[7320],[7364],[7910],[7970],[8504],[8605],[8861],[9540],[9600],[9783],[10353],[11052],[11089],[11155],[11527],[11863],[12220],[12498],[13814],[13995],[14306],[14467],[14834],[14871],[16119],[17064],[17527],[18126],[18437],[19308],[19469],[20831],[21447],[21910],[22819],[23729],[25351],[26273],[27352],[27947],[30793],[33239],[35478]
   ]
cell #133 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [566],[961],[1205],[1298],[1565],[1919],[1973],[2058],[2656],[2836],[2923],[2992],[3034],[3426],[3891],[3928],[4083],[4352],[4889],[4926],[5403],[5522],[5525],[5717],[5952],[6647],[6766],[6769],[7330],[7372],[7486],[8026],[8029],[8501],[8869],[8983],[9656],[9659],[9718],[10361],[10475],[11060],[11462],[11860],[11964],[12228],[12342],[12506],[13169],[13967],[14003],[14475],[14842],[14937],[15244],[15553],[17217],[17535],[17710],[17945],[18098],[18134],[19477],[20550],[20984],[21600],[21918],[22827],[23002],[24454],[25070],[25504],[26426],[27360],[28987],[29896],[30946],[31803],[34279],[36805],[40070]
   ]
cell #134 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [584],[597],[854],[867],[1033],[1157],[1302],[1401],[1436],[1640],[1825],[1866],[1879],[2013],[2112],[2202],[2401],[2500],[2535],[2548],[2759],[2794],[3073],[3186],[3241],[3340],[3501],[3600],[3690],[4035],[4333],[4381],[4438],[4443],[4676],[5002],[5018],[5115],[5170],[5610],[5709],[6059],[6181],[6381],[6453],[6842],[6847],[7096],[7620],[8114],[8426],[8812],[9071],[9910],[9982],[10625],[10953],[11268],[11654],[12902],[14170],[15860],[16246],[19172]
   ]
cell #135 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [647],[1063],[1466],[1691],[1896],[2261],[2565],[2864],[3604],[3749],[4201],[4609],[4976],[5326],[6264],[6619],[6818],[8270],[8402],[8695],[10148],[11244],[12785],[15836]
   ]
cell #136 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1210],[1738],[1950],[2308],[2616],[2669],[2911],[3386],[3439],[3796],[3823],[3832],[4190],[4243],[4821],[4830],[5315],[5368],[5395],[5847],[5856],[6336],[6405],[6639],[7225],[7234],[7430],[7899],[8493],[8533],[8567],[8927],[9226],[9529],[9772],[10900],[11078],[11375],[11516],[11852],[11892],[13017],[13842],[14295],[14860],[15157],[15967],[16108],[17374],[17973],[18426],[19297],[20159],[21757],[22666],[23718],[24302],[27199],[29744],[32092]
   ]
cell #137 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [3314],[3476],[3574],[4100],[4484],[4641],[4967],[5243],[5683],[5725],[6255],[6283],[6427],[6494],[7045],[7494],[7585],[8187],[8436],[8477],[8686],[8991],[9173],[9812],[9956],[10023],[10483],[10574],[11319],[11556],[11795],[11836],[12350],[12526],[12567],[12776],[13263],[14495],[14536],[14945],[15101],[15338],[15911],[16387],[16428],[17315],[17956],[18626],[18667],[19538],[20103],[20561],[20759],[21082],[21400],[23959],[24108],[24136],[24465],[26524],[27751],[28070],[29907],[33362]
   ]
cell #138 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [2189],[2329],[2388],[3085],[3214],[3474],[3677],[4022],[4482],[4507],[4632],[4688],[5143],[5583],[5786],[6046],[6274],[6307],[6492],[6911],[7451],[7576],[7632],[7761],[8087],[8738],[8948],[9164],[9197],[9803],[9836],[9861],[10021],[10440],[11547],[11580],[11605],[12097],[12307],[12828],[13254],[13287],[13312],[14088],[15329],[15362],[15387],[16172],[16689],[17075],[17306],[17620],[18219],[20364],[20501],[20503],[20842],[21458],[22912],[24089],[24407],[25023],[26284],[29849]
   ]
cell #139 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [4162],[4221],[5287],[5346],[5454],[5843],[6355],[6625],[6698],[7221],[7426],[8290],[8392],[8529],[8632],[8786],[8923],[9245],[10154],[10227],[10750],[11005],[11182],[11234],[11371],[11751],[11888],[12145],[12619],[12722],[12876],[13013],[13895],[14588],[14787],[15016],[15153],[15597],[15774],[15826],[15963],[16480],[16737],[17261],[17754],[18026],[18719],[18897],[19789],[20018],[20155],[21194],[22137],[22553],[23318],[24375],[24932],[25714],[27996],[31374]
   ]
cell #140 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [659],[1123],[1219],[1733],[1810],[1908],[1956],[2303],[2577],[2658],[2675],[2853],[2906],[2983],[3428],[3445],[3738],[3791],[3821],[3870],[3919],[4152],[4232],[4249],[4580],[4819],[4868],[4917],[5130],[5277],[5357],[5374],[5407],[5444],[5845],[5943],[6334],[6345],[6651],[6688],[7019],[7223],[7321],[7361],[7428],[7911],[8348],[8505],[8531],[8858],[8925],[9091],[9224],[9541],[9784],[10973],[11049],[11090],[11373],[11528],[11864],[11890],[13015],[14190],[14307],[14755],[14831],[14872],[15155],[15965],[16120],[18321],[18438],[19192],[19309],[20157],[21028],[23613],[23730],[26470],[30374]
   ]
cell #141 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [662],[993],[1043],[1312],[1446],[1688],[1876],[2014],[2212],[2258],[2411],[2545],[2804],[2861],[3242],[3305],[3337],[3502],[3700],[3746],[4045],[4091],[4378],[4606],[4649],[5171],[5234],[5611],[5674],[5706],[6069],[6115],[6291],[6382],[6426],[7010],[7550],[7593],[8115],[8178],[8435],[9047],[9181],[9820],[9911],[9955],[10539],[11564],[11655],[11794],[12406],[12525],[13271],[14494],[15346],[16386],[17323],[18625],[20758],[24107]
   ]
cell #142 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [673],[1004],[1146],[1414],[1629],[1701],[1853],[1962],[2090],[2137],[2271],[2522],[2622],[2772],[2987],[3114],[3159],[3205],[3318],[3392],[3578],[3923],[3970],[4104],[4461],[4498],[4762],[4921],[5043],[5088],[5247],[5483],[5574],[5687],[5761],[5947],[6471],[6727],[6865],[6902],[7166],[7325],[7442],[7706],[7987],[8191],[8939],[9361],[9617],[10000],[10431],[10695],[11121],[11172],[12298],[13451],[14079],[15713],[17039],[17870]
   ]
cell #143 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [679],[1010],[1148],[1417],[1631],[1703],[1851],[1968],[2092],[2139],[2273],[2520],[2620],[2775],[2989],[3116],[3157],[3204],[3320],[3390],[3580],[3925],[3972],[4106],[4457],[4497],[4760],[4923],[5045],[5086],[5249],[5485],[5573],[5689],[5759],[5949],[6467],[6729],[6861],[6901],[7164],[7327],[7441],[7704],[7989],[8193],[8938],[9357],[9619],[9996],[10430],[10693],[11117],[11174],[12297],[13447],[14078],[15709],[17038],[17866]
   ]
cell #144 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [701],[1069],[1206],[1472],[1694],[1734],[1902],[2264],[2304],[2571],[2593],[2600],[2867],[2907],[3363],[3370],[3752],[3792],[3812],[4167],[4174],[4557],[4612],[4810],[5292],[5299],[5459],[5836],[6325],[6360],[6389],[6703],[6961],[7214],[7419],[8354],[8522],[8791],[8916],[9215],[9250],[10232],[10935],[11364],[11881],[12150],[12881],[13006],[14152],[14717],[15146],[15956],[16742],[18283],[19154],[20148],[20708],[23575],[26150],[28546]
   ]
cell #145 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [702],[1073],[1208],[1476],[1678],[1736],[1906],[2248],[2306],[2575],[2581],[2614],[2851],[2909],[3151],[3351],[3384],[3736],[3794],[3835],[3868],[4155],[4188],[4545],[4578],[4833],[4866],[5080],[5280],[5313],[5447],[5859],[6348],[6403],[6588],[6691],[6949],[6982],[7237],[7810],[8383],[8570],[8779],[9238],[9478],[10117],[10220],[10908],[11225],[11742],[12138],[12869],[13568],[15007],[15817],[16730],[17252],[20009],[22544],[24923]
   ]
cell #146 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [3887],[4082],[4254],[4388],[4885],[5379],[5468],[5521],[5567],[5719],[5911],[6712],[6765],[6811],[7289],[7366],[7385],[7488],[7972],[8025],[8604],[8863],[8882],[8985],[9602],[9655],[9705],[9720],[10477],[11054],[11073],[11157],[11449],[11464],[11963],[12344],[13171],[13816],[13954],[13969],[14836],[14855],[14939],[15246],[15555],[17024],[17219],[17712],[17947],[18085],[18100],[20552],[20986],[21407],[21602],[23004],[24143],[24456],[25506],[26428],[28077],[29898],[30948],[33369]
   ]
cell #147 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [5955],[6136],[7333],[7560],[7916],[8251],[9057],[9546],[9733],[9789],[9926],[10355],[11095],[11477],[11533],[11670],[12222],[12426],[12485],[12500],[13377],[13982],[13997],[14312],[14395],[14454],[14469],[14877],[15452],[15509],[16125],[16346],[17066],[17173],[17529],[17666],[18113],[18128],[18443],[18585],[19314],[19471],[19701],[20749],[20833],[21449],[21556],[21912],[22049],[22821],[23735],[24319],[25353],[26275],[27354],[27761],[27949],[30795],[33241],[35480]
   ]
cell #148 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [728],[1356],[1501],[1516],[2178],[2363],[2455],[2470],[2714],[3173],[3275],[3329],[3652],[3666],[4011],[4288],[4303],[4463],[4776],[5102],[5204],[5542],[5644],[5698],[5775],[6021],[6035],[6473],[6786],[6867],[6994],[7407],[7720],[7822],[7876],[8046],[8148],[8279],[8904],[9676],[9940],[10002],[10287],[10315],[10396],[10523],[10811],[11352],[11684],[12263],[12390],[12454],[12687],[12994],[13738],[14069],[14423],[14656],[15134],[15477],[15537],[15944],[16548],[17201],[17634],[17694],[18200],[18787],[18829],[19729],[20136],[20626],[21126],[21584],[22077],[23250],[24347],[25146],[25646],[27960],[31369]
   ]
cell #149 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1904],[1966],[2573],[2690],[2852],[3460],[3737],[3830],[3869],[4154],[4579],[4828],[4867],[5279],[5392],[5446],[6343],[6347],[6589],[6636],[6690],[6983],[7363],[7811],[8350],[8490],[8778],[8860],[9233],[9237],[9479],[10118],[10219],[10895],[11051],[11192],[11709],[11849],[12137],[12868],[13569],[13873],[13905],[14677],[14833],[14974],[15784],[16729],[17087],[17155],[17405],[18036],[19976],[20854],[20922],[21538],[22447],[22697],[24826],[25442],[26296],[26364],[30268],[30884]
   ]
cell #150 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2913],[3007],[3798],[3949],[4170],[4371],[4947],[5295],[5416],[5462],[5558],[5835],[6363],[6660],[6706],[6802],[7213],[7358],[7411],[7418],[8062],[8514],[8521],[8794],[8855],[8908],[8915],[9253],[9692],[9740],[10235],[10400],[10931],[11046],[11363],[11484],[11873],[11880],[12153],[12267],[12884],[13005],[13191],[14073],[14148],[14713],[14828],[15145],[15266],[15955],[16745],[17271],[18279],[19150],[20147],[20495],[20704],[23571],[26146],[28542]
   ]
cell #151 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [729],[1357],[1383],[1502],[2179],[2364],[2456],[2482],[2715],[2741],[3174],[3516],[3590],[3653],[3667],[4012],[4116],[4289],[4315],[4464],[4777],[5103],[5185],[5543],[5776],[5802],[5959],[6022],[6036],[6140],[6474],[6599],[6787],[6868],[7337],[7408],[7564],[7721],[8047],[8129],[8280],[8306],[8905],[9061],[9677],[9766],[9941],[10003],[10128],[10316],[10397],[10553],[11353],[11510],[11685],[12264],[12420],[12455],[12458],[12995],[13120],[13217],[14070],[14424],[14427],[15135],[15292],[15479],[15945],[16319],[17202],[17297],[17636],[18201],[18558],[20137],[20628],[20722],[21585],[24097],[25148]
   ]
cell #152 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [954],[1291],[1912],[2011],[2191],[2390],[2649],[3239],[3419],[3499],[3679],[3844],[4024],[4223],[4842],[5168],[5348],[5608],[5788],[5868],[6048],[6379],[6564],[6627],[7246],[7786],[8112],[8292],[8579],[8636],[9454],[9908],[10093],[10156],[10775],[11009],[11181],[11652],[11938],[12669],[12726],[13544],[13894],[14638],[14791],[15601],[15773],[16530],[17758],[18025],[18769],[18896],[19793],[21193],[22141],[23317],[24379],[25713],[27995],[31373]
   ]
cell #153 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2998],[3945],[4368],[4943],[5442],[5555],[5969],[6686],[6799],[7347],[7382],[7387],[7946],[8059],[8879],[8884],[9576],[9689],[9710],[10371],[10376],[11070],[11153],[11454],[12238],[12243],[12516],[13161],[13959],[14013],[14049],[14485],[14852],[15236],[15545],[17031],[17209],[17545],[17702],[18090],[18144],[19487],[20517],[20976],[21592],[21928],[22837],[22994],[24421],[25037],[25496],[26418],[27370],[28954],[29863],[30938],[31530],[34246],[36532],[38607]
   ]
cell #154 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [6120],[7555],[8246],[9052],[9822],[9921],[10544],[11566],[11665],[12411],[12451],[12521],[13273],[13372],[14420],[14490],[15348],[15447],[15483],[16312],[16382],[17198],[17325],[17640],[18551],[18621],[18886],[19675],[20632],[20683],[20754],[21183],[21581],[22023],[22375],[24101],[24261],[24587],[24754],[25152],[25203],[26625],[27781],[28195],[28794],[29120],[30029],[30196],[31637],[32202],[32616],[33487],[34412],[35829],[36639],[37618],[38162],[40421],[42252],[43882]
   ]
cell #155 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [829],[1251],[1380],[1602],[1787],[2151],[2350],[2422],[2479],[2738],[2815],[2960],[3518],[3587],[3639],[3984],[4113],[4134],[4255],[4312],[4389],[4591],[4973],[5016],[5187],[5380],[5568],[5956],[6008],[6137],[6158],[6261],[6601],[6812],[7094],[7334],[7412],[7535],[7561],[7917],[8072],[8131],[8692],[8810],[8909],[9032],[9058],[9547],[9702],[9734],[9738],[9790],[10130],[10401],[10623],[11096],[11478],[11482],[11534],[12268],[12429],[12782],[12900],[13122],[13189],[13983],[14074],[14313],[14398],[14878],[15264],[16126],[16244],[17176],[17269],[18114],[18444],[19315],[20489],[21559],[23736]
   ]
cell #156 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2437],[3123],[4270],[4459],[4726],[5052],[5492],[6469],[6736],[6863],[7130],[7403],[7670],[7996],[8900],[9359],[9626],[9998],[10265],[10392],[10659],[11119],[11348],[11435],[12259],[12990],[13449],[13716],[14065],[14129],[15130],[15711],[15940],[16027],[16851],[17136],[17329],[17868],[18196],[19067],[19131],[20132],[20564],[21364],[21519],[22428],[22621],[23488],[24807],[25084],[25884],[26006],[26961],[28402],[29340],[30526],[31603],[32823],[35008],[38050]
   ]
cell #157 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [2127],[2188],[2328],[2387],[3084],[3104],[3213],[3473],[3676],[3960],[4021],[4481],[4506],[4687],[5033],[5142],[5473],[5582],[5785],[6045],[6306],[6491],[6717],[6910],[7450],[7631],[7760],[7977],[8086],[8737],[8947],[9196],[9607],[9835],[9860],[10020],[10439],[11162],[11579],[11604],[12096],[12306],[12827],[13286],[13311],[13824],[14087],[15361],[15386],[16171],[16688],[17018],[17074],[17619],[18218],[20363],[20504],[20841],[21457],[22911],[24408],[25024],[26283],[29850]
   ]
cell #158 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [2645],[2790],[2915],[3009],[3415],[3800],[3873],[3917],[3951],[4068],[4219],[4871],[4915],[4949],[5344],[5401],[5418],[5507],[5897],[5941],[6420],[6645],[6662],[6751],[7275],[7319],[7355],[7370],[8011],[8499],[8516],[8590],[8852],[8867],[9310],[9641],[10359],[10907],[11043],[11058],[11858],[11875],[11949],[12226],[12504],[13804],[14001],[14473],[14689],[14825],[14840],[17099],[17533],[17935],[18132],[19475],[20540],[20866],[21916],[22825],[24444],[26308],[27358],[29886]
   ]
cell #159 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2999],[3946],[4365],[4944],[5487],[5552],[5970],[6731],[6796],[7348],[7375],[7439],[7991],[8056],[8872],[8936],[9621],[9686],[9713],[10364],[10428],[11063],[11176],[11457],[12231],[12295],[12509],[13164],[13962],[14006],[14076],[14478],[14845],[15239],[15548],[17034],[17212],[17538],[17705],[18093],[18137],[19480],[20520],[20979],[21595],[21921],[22830],[22997],[24424],[25040],[25499],[26421],[27363],[28957],[29866],[30941],[31533],[34249],[36535],[38610]
   ]
cell #160 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [4250],[4384],[5375],[5563],[5848],[6099],[6807],[7226],[7379],[7431],[7516],[7905],[8534],[8876],[8928],[9013],[9535],[9707],[9761],[9778],[10505],[11067],[11084],[11376],[11451],[11505],[11522],[11893],[12372],[12459],[13018],[13212],[13849],[13956],[14301],[14428],[14849],[14866],[15158],[15287],[15968],[16114],[16320],[17292],[17381],[17980],[18087],[18432],[18559],[19303],[20160],[20723],[21764],[22673],[23724],[24102],[24309],[27206],[29751],[32099]
   ]
cell #161 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [4161],[4220],[5286],[5345],[5453],[5842],[6354],[6624],[6697],[7220],[7425],[8289],[8391],[8528],[8631],[8785],[8922],[9244],[10153],[10226],[10749],[11004],[11180],[11233],[11370],[11750],[11887],[12144],[12618],[12721],[12875],[13012],[13893],[14587],[14786],[15015],[15152],[15596],[15772],[15825],[15962],[16479],[16736],[17260],[17753],[18024],[18718],[18895],[19788],[20017],[20154],[21192],[22136],[22552],[23316],[24374],[24931],[25712],[27994],[31372]
   ]
cell #162 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [830],[1377],[1603],[1788],[2129],[2423],[2476],[2735],[2816],[2961],[3106],[3584],[3617],[3962],[4110],[4135],[4256],[4309],[4390],[4529],[4968],[5035],[5381],[5569],[5953],[5986],[6134],[6159],[6256],[6539],[6813],[6933],[7331],[7413],[7473],[7558],[7912],[8073],[8687],[8910],[8970],[9055],[9146],[9429],[9542],[9703],[9729],[9737],[9785],[10068],[10402],[11091],[11473],[11481],[11529],[12046],[12269],[12428],[12777],[13060],[13188],[13519],[13978],[14075],[14308],[14336],[14397],[14873],[15263],[16121],[16638],[17175],[17268],[18109],[18439],[19310],[19338],[20488],[21558],[23160],[23731]
   ]
cell #163 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [1484],[1512],[2026],[2327],[2466],[3083],[3254],[3325],[3616],[4299],[4528],[4643],[4686],[5623],[5694],[5985],[6285],[6428],[6538],[6932],[7472],[7587],[7630],[7872],[8437],[8969],[9175],[9428],[9814],[9957],[10067],[10182],[10461],[11558],[11796],[12328],[12527],[12597],[13059],[13265],[13518],[14380],[14496],[14566],[15340],[16388],[16458],[16920],[17317],[17357],[18627],[18697],[19382],[20592],[20760],[20784],[21700],[22649],[24109],[24164],[25112],[26226],[27752],[28697]
   ]
cell #164 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2438],[3124],[4271],[4460],[4727],[5053],[5493],[6470],[6737],[6864],[7131],[7404],[7671],[7997],[8901],[9360],[9627],[9999],[10266],[10393],[10660],[11120],[11349],[11436],[12260],[12991],[13450],[13717],[14066],[14130],[15131],[15712],[15941],[16028],[16852],[17137],[17331],[17869],[18197],[19068],[19132],[20133],[20566],[21365],[21520],[22429],[22623],[23489],[24808],[25086],[25885],[26008],[26962],[28404],[29341],[30528],[31604],[32825],[35010],[38052]
   ]
cell #165 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1213],[1746],[1957],[2316],[2617],[2684],[2919],[3387],[3454],[3804],[3826],[3833],[4191],[4258],[4824],[4831],[5316],[5383],[5396],[5850],[5857],[6339],[6406],[6640],[7228],[7235],[7433],[7900],[8494],[8536],[8568],[8930],[9229],[9530],[9773],[10901],[11079],[11378],[11517],[11853],[11895],[13020],[13843],[14296],[14861],[15160],[15970],[16109],[17375],[17974],[18427],[19298],[20162],[21758],[22667],[23719],[24303],[27200],[29745],[32093]
   ]
cell #166 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [5136],[6300],[8080],[8385],[8731],[9190],[9829],[11227],[11573],[11744],[12090],[12475],[12821],[13280],[14444],[15009],[15355],[15819],[16165],[16336],[16682],[17254],[17504],[17613],[18575],[19446],[20011],[20357],[20739],[20808],[21887],[22546],[22796],[22905],[23867],[24188],[24384],[24925],[25259],[26181],[26250],[27329],[27818],[28577],[28721],[29630],[29826],[30701],[31978],[32239],[32998],[33110],[34013],[35349],[36170],[37241],[38221],[39210],[41079],[43507]
   ]
cell #167 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [831],[1378],[1604],[1789],[1843],[2130],[2424],[2477],[2736],[2817],[2962],[3016],[3107],[3585],[3618],[3963],[4111],[4257],[4265],[4310],[4391],[4530],[4969],[5036],[5382],[5390],[5570],[5855],[5954],[5987],[6135],[6257],[6540],[6814],[6934],[7233],[7332],[7438],[7474],[7559],[7895],[7913],[8541],[8688],[8935],[8971],[9056],[9147],[9430],[9525],[9543],[9730],[9768],[9786],[10069],[11074],[11092],[11474],[11512],[11530],[12047],[12430],[12778],[13061],[13520],[13806],[13979],[14309],[14337],[14399],[14874],[16122],[16639],[17177],[18110],[18440],[19311],[19339],[21560],[23161],[23732]
   ]
cell #168 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [953],[1290],[1911],[2010],[2190],[2389],[2648],[3238],[3418],[3498],[3678],[3843],[4023],[4222],[4841],[5167],[5347],[5607],[5787],[5867],[6047],[6378],[6563],[6626],[7245],[7785],[8111],[8291],[8578],[8635],[9453],[9907],[10092],[10155],[10774],[11008],[11178],[11651],[11937],[12668],[12725],[13543],[13891],[14637],[14790],[15600],[15770],[16529],[17757],[18022],[18768],[18893],[19792],[21190],[22140],[23314],[24378],[25710],[27992],[31370]
   ]
cell #169 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [920],[1248],[1513],[1593],[2148],[2222],[2347],[2467],[2951],[3273],[3326],[3636],[3981],[4055],[4300],[4588],[4646],[4711],[5202],[5642],[5695],[5819],[6005],[6288],[6992],[7115],[7532],[7590],[7655],[7820],[7873],[8146],[9029],[9178],[9268],[9817],[10185],[10250],[10521],[10644],[10809],[11561],[12388],[12600],[12685],[13084],[13268],[13358],[13701],[14569],[14654],[15343],[15433],[15506],[15758],[16461],[16945],[17320],[17663],[17915],[18700],[18798],[18858],[19950],[20655],[21095],[21155],[21703],[22298],[22338],[23279],[24224],[24717],[25175],[25675],[26871],[27989],[28757],[29250],[31545],[34828]
   ]
cell #170 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [922],[1511],[1595],[2224],[2326],[2465],[2953],[3082],[3324],[3615],[4057],[4298],[4527],[4642],[4685],[5693],[5821],[5984],[6284],[6537],[6931],[7471],[7586],[7629],[7871],[8715],[8968],[9174],[9427],[9813],[10066],[10181],[10460],[11557],[12074],[12327],[12596],[12805],[13058],[13264],[13517],[14379],[14565],[14901],[15339],[16149],[16457],[16666],[16919],[17316],[17356],[18696],[19381],[19567],[19903],[20341],[20591],[20785],[21699],[22251],[22608],[22648],[23988],[24165],[24987],[25111],[26033],[26227],[27141],[28429],[28698],[29520],[29607],[30553],[31955],[32850],[33990],[35035],[36147],[38198],[40958]
   ]
cell #171 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [4372],[5559],[6111],[6803],[7462],[7546],[8063],[8959],[9043],[9693],[9731],[9797],[10451],[10535],[11475],[11541],[12318],[12402],[12433],[13182],[13248],[13980],[14099],[14402],[15257],[15323],[15566],[16294],[17180],[17230],[17300],[17723],[18111],[18533],[18868],[20493],[20665],[20997],[21165],[21563],[21613],[23015],[24126],[24569],[25185],[25517],[26439],[26607],[28060],[28659],[29102],[30011],[30959],[32481],[33352],[34394],[34968],[37483],[39560],[41427]
   ]
cell #172 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1619],[2448],[2977],[3134],[3610],[4281],[4406],[4522],[5503],[5829],[5979],[6106],[6188],[6747],[7466],[7523],[7772],[8223],[8963],[9020],[9717],[9872],[9876],[10165],[10512],[11461],[11616],[11620],[12379],[12440],[12580],[13323],[13327],[13966],[14409],[14549],[15398],[15402],[15487],[16301],[16441],[17187],[17644],[18097],[18230],[18540],[18680],[18875],[19679],[20636],[20672],[21172],[21570],[21683],[22027],[22379],[24265],[24576],[24758],[25013],[25156],[25192],[26614],[27806],[28199],[28798],[29109],[30018],[30200],[31662],[32227],[32620],[33491],[34401],[35854],[36664],[37622],[38370],[40446],[42460],[44956]
   ]
cell #173 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1178],[1216],[1661],[1747],[1860],[1954],[2317],[2529],[2597],[2629],[2673],[2840],[3166],[3367],[3399],[3443],[3725],[3809],[3851],[3857],[4247],[4561],[4567],[4769],[4807],[4849],[4855],[5095],[5372],[5421],[5768],[5875],[6225],[6322],[6577],[6665],[6965],[6971],[7173],[7253],[7713],[7799],[7925],[8586],[8656],[9115],[9212],[9467],[9555],[10106],[10702],[11132],[12015],[12746],[13557],[13817],[14034],[16607],[19036],[21333]
   ]
cell #174 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2891],[3776],[4163],[4797],[5288],[5455],[5841],[6145],[6356],[6445],[6699],[7219],[7424],[7741],[8232],[8454],[8527],[8609],[8787],[8921],[9246],[9885],[9974],[10228],[10940],[10982],[11369],[11629],[11813],[11886],[12146],[12544],[12699],[12877],[13011],[13336],[14157],[14513],[14722],[14764],[15151],[15411],[15574],[15961],[16405],[16738],[17731],[18288],[18644],[19159],[19766],[20153],[20713],[20777],[22114],[23580],[24352],[26155],[27763],[28551]
   ]
cell #175 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1890],[2559],[2847],[3343],[3732],[3864],[4158],[4392],[4574],[4648],[4862],[5283],[5450],[5712],[6101],[6290],[6351],[6423],[6584],[6694],[6978],[7518],[7592],[7806],[8388],[8432],[8782],[9015],[9180],[9241],[9474],[9819],[9952],[10113],[10223],[10507],[11230],[11563],[11747],[11791],[12141],[12374],[12522],[12872],[13270],[13564],[14491],[15012],[15345],[15822],[16383],[16733],[17257],[17322],[18622],[20014],[20755],[22549],[24104],[24928]
   ]
cell #176 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1566],[2059],[2924],[3061],[3287],[3547],[3892],[4664],[4890],[4990],[5216],[5430],[5656],[5916],[6674],[7068],[7294],[7608],[7834],[7934],[8160],[8553],[8762],[8840],[9564],[10203],[10597],[10823],[11141],[11204],[12121],[12643],[12852],[12930],[13654],[13917],[14103],[14612],[14923],[15733],[15796],[16713],[17110],[17890],[18048],[18919],[19105],[19925],[21216],[21493],[22273],[22402],[23340],[24781],[25736],[26935],[28018],[29314],[31577],[34830]
   ]
cell #177 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [4070],[5509],[6753],[7400],[8013],[8897],[9643],[10389],[11951],[12256],[13233],[14062],[14693],[15308],[17103],[17594],[17931],[20310],[20536],[20870],[22886],[24440],[26312],[29882]
   ]
cell #178 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2370],[3058],[3512],[3659],[4661],[4712],[4783],[4987],[5181],[6028],[6513],[6595],[7065],[7116],[7605],[7656],[7727],[8125],[8550],[8630],[9269],[9403],[10042],[10124],[10251],[10322],[10594],[10645],[11003],[11909],[12640],[12720],[13034],[13085],[13116],[13359],[13493],[13702],[14609],[14785],[15434],[15595],[15759],[16064],[16501],[16895],[16946],[17752],[17916],[18740],[18859],[18979],[19086],[19787],[19951],[21156],[21276],[21383],[22135],[22299],[22336],[22337],[23280],[23400],[24373],[24715],[24716],[25676],[25796],[25921],[26870],[27896],[27990],[28317],[28906],[29249],[31464],[31544],[32317],[34825],[35656]
   ]
cell #179 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2185],[3060],[3270],[3673],[4018],[4663],[4989],[5015],[5109],[5199],[5639],[5782],[6042],[6884],[6989],[7067],[7093],[7607],[7817],[7857],[8053],[8143],[8286],[8552],[8809],[9089],[9380],[9683],[9947],[10518],[10596],[10622],[10806],[10846],[10971],[11394],[11691],[12385],[12550],[12642],[12682],[12899],[13179],[13398],[13470],[14188],[14519],[14611],[14651],[15254],[15473],[15503],[15563],[15572],[15986],[16243],[16411],[17227],[17660],[17720],[17729],[18650],[18802],[19190],[19613],[19764],[20652],[20783],[20994],[21099],[21610],[22112],[23012],[24228],[24350],[25172],[25514],[26436],[27759],[28761],[30956]
   ]
cell #180 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4719],[6217],[6507],[7123],[7663],[7867],[8648],[9107],[9144],[9276],[9397],[9521],[10036],[10258],[10652],[10856],[11767],[11903],[12007],[12028],[12044],[12738],[13028],[13366],[13487],[13611],[13709],[14026],[14047],[14334],[14685],[14991],[15032],[15441],[15766],[16495],[16599],[16620],[16636],[16889],[17095],[17236],[17558],[17923],[18734],[19028],[19049],[19080],[19336],[19687],[19993],[20034],[20486],[20862],[21325],[21346],[21377],[22035],[22330],[22387],[22528],[22850],[23158],[24273],[24709],[24766],[24907],[25928],[26304],[26767],[27890],[28207],[28324],[28806],[30208],[31471],[32311],[32628],[33499],[35663],[37630]
   ]
cell #181 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8721],[10923],[11274],[12080],[12811],[13105],[14140],[14705],[14751],[14907],[15056],[15223],[15866],[16155],[16672],[16966],[17996],[18150],[18271],[18295],[18317],[19142],[19493],[19909],[20058],[20225],[20347],[20696],[20720],[21024],[21415],[21741],[21780],[22257],[22614],[23442],[23563],[23587],[23609],[23914],[24151],[24286],[24600],[24993],[25838],[26138],[26162],[26197],[26466],[26857],[27183],[27222],[27756],[28085],[28534],[28558],[28593],[29236],[29546],[29593],[29728],[30042],[30370],[31503],[31894],[31941],[32076],[33048],[33377],[33826],[34921],[35178],[35287],[35695],[36943],[38115],[38782],[39039],[39770],[41566],[43129]
   ]
cell #182 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10919],[14136],[14221],[14701],[14754],[17425],[17992],[18267],[18320],[18352],[19138],[19223],[19589],[20692],[21027],[21643],[21776],[21808],[22002],[22717],[23045],[23559],[23612],[23644],[24010],[24123],[24596],[25212],[25361],[26134],[26469],[26634],[27085],[27218],[27250],[27444],[27578],[27957],[28057],[28530],[28656],[28941],[29464],[29565],[29816],[30038],[30373],[30654],[30803],[31154],[31517],[31913],[32164],[32951],[33249],[33286],[33349],[33822],[33948],[34233],[34826],[35150],[35488],[35525],[36105],[36374],[36519],[36915],[38184],[38449],[38594],[39011],[39418],[39742],[41015],[41285],[41635],[43101],[43543],[44004],[46047]
   ]
cell #183 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [7757],[9857],[11601],[12537],[13308],[14506],[15383],[16398],[18215],[18637],[19813],[20770],[21427],[22161],[24163],[24674],[24999],[27603],[27792],[28097],[30116],[31648],[33389],[36650]
   ]
cell #184 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5812],[6571],[7206],[7793],[8316],[8380],[8753],[9368],[9461],[10100],[10194],[10735],[10782],[11128],[11222],[11739],[11775],[11945],[11999],[12112],[12676],[12843],[13458],[13551],[13645],[14018],[14645],[14743],[14914],[15004],[15040],[15720],[15724],[15814],[16537],[16591],[16704],[17029],[17249],[17566],[17877],[17881],[17948],[18309],[18776],[18819],[19020],[19916],[20006],[20042],[20553],[21016],[21116],[21317],[22264],[22321],[22541],[22858],[23240],[23601],[24245],[24457],[24700],[24920],[25636],[25995],[26458],[26775],[27881],[27919],[28391],[28778],[29899],[30362],[31775],[32302],[32340],[33683],[35967],[36777],[40559]
   ]
cell #185 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11296],[13832],[14199],[15078],[15888],[16221],[17364],[17963],[18013],[18172],[18330],[18514],[19201],[19515],[20080],[20413],[21465],[21621],[21747],[21771],[21797],[22656],[23023],[23464],[23622],[23806],[23936],[24292],[24316],[24617],[25010],[25333],[25369],[25860],[26219],[27063],[27189],[27213],[27239],[27556],[27803],[27929],[28226],[28615],[29442],[29734],[29758],[29794],[30059],[30452],[30775],[30811],[31367],[31659],[32082],[32106],[32142],[32749],[33055],[33095],[33221],[33518],[33843],[34940],[35294],[35334],[35460],[36369],[36661],[37084],[38122],[38342],[38444],[38801],[39926],[41010],[41573],[41793],[42432],[43999],[45322]
   ]
cell #186 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [12187],[15019],[16262],[16779],[17264],[17514],[18265],[19456],[20021],[20454],[20510],[20690],[20940],[21897],[22556],[22806],[22958],[23557],[23877],[24098],[24414],[24935],[25030],[25072],[25269],[25460],[26132],[26191],[26382],[27339],[27491],[28528],[28587],[28676],[28852],[28947],[28989],[29540],[29761],[29856],[30711],[30902],[31523],[31805],[31888],[32109],[32182],[32498],[33008],[33053],[34144],[34239],[34281],[34858],[34915],[35198],[35292],[36301],[36525],[36807],[37184],[37500],[38120],[38260],[38600],[38776],[39153],[39450],[39790],[40072],[41029],[41317],[41571],[42350],[42690],[43692],[44018],[44846],[46196],[46636],[48565]
   ]
cell #187 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [12950],[15643],[17800],[18907],[19835],[21204],[22183],[23328],[25281],[25724],[26980],[28006],[28643],[29359],[31415],[31862],[32175],[34651],[34851],[35090],[36864],[38253],[39682],[42343]
   ]
cell #188 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6094,16846],[7511,19062],[9008,21359],[9754,22427],[10500,23483],[11498,24806],[12367,25879],[13205,26960],[15280,29339],[17285,31602],
     [988,9485,15216],[1575,11989,18259],[1946,13575,20218],[2068,13945,20620],[2436,9354,21715],[2933,16581,23551],[3019,16959,16977],[3122,11114,24197],[3296,11302,24524],[3556,18178,25140],[3901,18947,26062],[4150,13098,19653],[4269,13444,27157],[4362,20256,20282],[4454,20567,27799],[4725,14197,28131],[4899,21244,28458],[5051,21619,28730],[5225,15084,29057],[5491,15706,29639],[5535,22519,22577],[5665,15894,29966],[5736,16090,22952],[5925,16367,30582],[6464,17332,31655],[6735,17863,31987],[6779,24898,24956],[6858,25006,25087],[7129,18328,32552],[7187,12208,25572],[7303,18606,32879],[7398,12470,26009],[7505,19279,26094],[7669,19199,33423],[7751,12985,26541],[7843,19521,33750],[7995,19745,34022],[8039,27052,27110],[8169,20086,34349],[8849,21052,35277],[8895,14439,28405],[9002,14277,28490],[9625,22093,36179],[9669,29431,29489],[9851,15935,29670],[9993,22624,36657],[10264,23021,36989],[10308,16283,30398],[10387,16331,30529],[10494,23700,30614],[10658,23620,37554],[10716,16800,31014],[10832,23898,37881],[11343,11595,32018],[11434,24638,38413],[12254,18570,32826],[12361,18408,32911],[12939,26494,39869],[13302,20127,34053],[13715,27535,40771],[13759,13773,34781],[14060,20734,35011],[14128,28091,41117],[14956,21668,35794],[15125,15377,36210],[16026,30080,42503],[17135,24157,38060],[18191,18209,38872],[19130,33383,44646],[21421,21518,41511]
   ]
cell #189 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [989],[1577],[1947],[2070],[2434],[2935],[3020],[3120],[3903],[4151],[4267],[4364],[4424],[4901],[5489],[5537],[5738],[6092],[6733],[6781],[7368],[7507],[7509],[7749],[8041],[8865],[9004],[9006],[9671],[9722],[9849],[10496],[10498],[11056],[11466],[11593],[12363],[12365],[12436],[13173],[13300],[13971],[14405],[14838],[14958],[15248],[15375],[15557],[16297],[17183],[17221],[17714],[18102],[18207],[18536],[18871],[20668],[20988],[21168],[21417],[21566],[21604],[23006],[24153],[24572],[25188],[25508],[26430],[26610],[28087],[28686],[29105],[30014],[30950],[32508],[33379],[34397],[35208],[37510],[39800],[42700]
   ]
cell #190 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1209],[1737],[1949],[2307],[2644],[2668],[2910],[3414],[3438],[3795],[3822],[3872],[4218],[4242],[4820],[4870],[5343],[5367],[5400],[5846],[5896],[6335],[6419],[6644],[7224],[7274],[7429],[7904],[8498],[8532],[8589],[8926],[9225],[9534],[9777],[10906],[11083],[11374],[11521],[11857],[11891],[13016],[13848],[14300],[14865],[15156],[15966],[16113],[17380],[17979],[18431],[19302],[20158],[21763],[22672],[23723],[24308],[27205],[29750],[32098]
   ]
cell #191 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [990],[1576],[1848],[1948],[2069],[2433],[2789],[2934],[3021],[3119],[3902],[3916],[4067],[4266],[4363],[4423],[4900],[4914],[5488],[5506],[5536],[5940],[6091],[6732],[6750],[6780],[7318],[7367],[7369],[7508],[8010],[8040],[8864],[8866],[9005],[9309],[9640],[9670],[9721],[10358],[10497],[11055],[11057],[11465],[11948],[12225],[12364],[12503],[13172],[13970],[14000],[14472],[14688],[14837],[14839],[15247],[15556],[17098],[17220],[17532],[17713],[18101],[18131],[19474],[20865],[20987],[21481],[21603],[21915],[22824],[23005],[25385],[25507],[26307],[26429],[27357],[28242],[30827],[30949],[33534],[37100]
   ]
cell #192 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1958],[2685],[2996],[3455],[3829],[3943],[4259],[4827],[4941],[5384],[5394],[5441],[5853],[5967],[6342],[6638],[6685],[7231],[7345],[7389],[7436],[7898],[7945],[8492],[8539],[8886],[8933],[9232],[9528],[9575],[9771],[10378],[11077],[11152],[11381],[11515],[11851],[11898],[12245],[13023],[13839],[14051],[14294],[14859],[15163],[15973],[16107],[17037],[17371],[17970],[18425],[19296],[20165],[21754],[22663],[23717],[24299],[27196],[29741],[32089]
   ]
cell #193 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1247],[2147],[2183],[2346],[3272],[3514],[3635],[3671],[3980],[4016],[4132],[4587],[5012],[5107],[5183],[5201],[5641],[5780],[6004],[6040],[6156],[6231],[6597],[6991],[7090],[7531],[7819],[8051],[8070],[8127],[8145],[8284],[8662],[8806],[9028],[9121],[9681],[9700],[9760],[9945],[10126],[10373],[10520],[10619],[10808],[11504],[11689],[12240],[12387],[12518],[12684],[12752],[12896],[13118],[13157],[13211],[14015],[14283],[14487],[14653],[15232],[15286],[15505],[15541],[16096],[16240],[17205],[17291],[17662],[17698],[18414],[18801],[19285],[20485],[20654],[21098],[21674],[23706],[24227],[25174],[28760]
   ]
cell #194 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1145],[1160],[1628],[1643],[1700],[1855],[2089],[2226],[2270],[2524],[2624],[3001],[3069],[3161],[3221],[3317],[3394],[3577],[4059],[4103],[4357],[4514],[4630],[4672],[4764],[4998],[5090],[5246],[5530],[5590],[5686],[5763],[6272],[6774],[6918],[7076],[7168],[7458],[7574],[7616],[7708],[8034],[8190],[8561],[8955],[9162],[9664],[9801],[10447],[10605],[10697],[11545],[12314],[12651],[13252],[14095],[14620],[15327],[17304],[20499]
   ]
cell #195 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [1813],[2661],[3431],[3883],[4235],[4881],[5360],[5907],[7022],[7285],[8003],[8600],[9096],[9633],[10978],[11442],[11696],[13723],[13860],[14195],[16034],[17392],[19197],[22684]
   ]
cell #196 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3055],[4658],[4715],[4984],[5019],[6510],[6879],[7062],[7097],[7119],[7602],[7659],[7852],[8547],[8813],[9272],[9375],[9400],[10039],[10254],[10591],[10626],[10648],[10841],[10937],[11389],[11906],[12637],[12903],[13031],[13362],[13393],[13465],[13490],[13705],[14154],[14606],[14719],[15437],[15468],[15529],[15762],[15981],[16247],[16317],[16498],[16892],[17686],[17919],[18556],[18737],[18891],[19083],[19156],[19608],[19668],[19721],[20688],[20960],[21188],[21380],[22016],[22069],[22333],[22368],[22978],[24254],[24339],[24712],[24747],[25480],[25922],[26402],[27755],[27893],[28318],[28872],[30922],[31465],[32314],[35657]
   ]
cell #197 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1959],[2686],[2995],[3456],[3852],[3942],[4260],[4850],[4940],[5385],[5415],[5420],[5876],[5966],[6659],[6664],[7254],[7344],[7360],[7919],[7924],[8513],[8587],[8857],[9549],[9554],[9792],[10349],[11048],[11098],[11131],[11536],[11872],[12216],[12494],[13811],[13991],[14315],[14463],[14830],[14880],[16128],[17061],[17523],[18122],[18446],[19317],[19465],[20828],[21444],[21906],[22815],[23738],[25348],[26270],[27348],[27944],[30790],[33236],[35475]
   ]
cell #198 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4447],[6457],[6524],[6851],[6893],[8703],[9134],[9347],[9389],[9414],[9986],[10053],[10303],[11107],[11403],[11920],[12034],[12062],[12203],[12793],[13045],[13437],[13479],[13504],[13754],[13846],[14324],[14889],[14990],[15699],[15995],[16137],[16512],[16626],[16654],[16795],[16906],[17171],[17378],[17856],[17977],[18232],[18751],[18848],[19097],[19326],[19622],[19891],[19992],[20329],[20593],[21145],[21394],[22239],[22463],[22596],[22670],[23148],[23269],[23524],[24092],[24549],[24842],[24975],[25665],[25941],[26035],[26587],[27979],[28337],[28431],[29082],[29534],[29991],[31484],[31882],[32400],[34374],[34909],[35676],[38770]
   ]
cell #199 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5267],[7079],[7885],[8211],[8564],[8773],[9345],[10214],[10608],[10874],[10928],[11105],[11334],[12132],[12654],[12863],[12976],[13435],[13665],[13813],[14145],[14623],[14710],[14934],[15116],[15697],[15744],[15926],[16724],[16837],[17854],[17901],[18001],[18182],[18276],[18815],[19053],[19147],[19936],[20118],[20701],[21112],[21350],[21420],[21472],[21785],[22284],[22329],[23474],[23568],[24156],[24241],[24605],[24708],[25376],[25870],[26143],[26862],[27227],[27889],[28090],[28233],[28539],[28774],[29241],[29598],[30047],[30818],[31508],[31946],[32310],[33382],[33525],[33831],[35183],[35700],[36948],[37091],[39044],[39775],[43134]
   ]
cell #200 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [9507],[12026],[13138],[13597],[14045],[14288],[14994],[16101],[16618],[16999],[17055],[17239],[17489],[18419],[19047],[19290],[19431],[19996],[20293],[20491],[20822],[21344],[21438],[21477],[21679],[21872],[22531],[22588],[22781],[23711],[23852],[24910],[24967],[25061],[25244],[25342],[25381],[25933],[26166],[26264],[27121],[27314],[27938],[28238],[28329],[28562],[28636],[28978],[29500],[29545],[30686],[30784],[30823],[31408],[31476],[31794],[31893],[32983],[33230],[33530],[33928],[34270],[34920],[35083],[35469],[35668],[36085],[36410],[36796],[37096],[38142],[38485],[38781],[39675],[40061],[41199],[41593],[42575],[44188],[44728],[47132]
   ]
cell #201 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [10170],[12585],[14554],[15587],[16446],[17744],[18685],[19779],[21688],[22127],[23360],[24365],[25020],[25756],[27813],[28299],[28626],[31198],[31398],[31669],[33591],[35073],[36671],[39665]
   ]
cell #202 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [16048],[18963],[21260],[22413],[23384],[24792],[25780],[26946],[28890],[29325],[30568],[31588],[32189],[32865],[34865],[35263],[35555],[37867],[38065],[38267],[39855],[41122],[42357],[44651]
   ]
cell #203 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [4369,20270],[5556,22565],[6800,24944],[7410,25965],[8060,27098],[8907,28361],[9690,29477],[10399,30485],[12266,32782],[14072,34998],
     [1034,9742,22355],[1437,11486,24734],[1867,13193,26888],[2203,14265,28175],[2536,15268,29267],[2795,16078,30176],[2873,16355,23445],[3187,17273,31562],[3278,11355,31745],[3691,18396,32596],[3758,18594,25841],[4036,19267,33467],[4198,13243,19910],[4466,20523,34924],[4790,21040,28596],[5116,21656,35754],[5207,15137,35937],[5323,15318,22258],[5647,15947,36747],[5800,10329,30386],[6060,23688,37598],[6127,23886,23917],[6213,17063,24118],[6476,24427,31897],[6616,17604,24994],[6870,25043,38785],[6997,18203,38859],[7194,12418,25560],[7734,26200,26482],[7825,12997,33653],[8151,20139,40529],[8267,20320,20348],[8304,13780,34769],[8644,20830,28052],[8722,14343,21001],[9103,21446,28651],[9153,14908,21617],[9366,15261,28960],[9493,9506,21987],[10005,29549,29869],[10145,22615,22896],[10526,23495,42949],[10551,10723,31002],[10814,16858,37784],[11126,17234,31536],[11277,17554,24563],[11763,18153,25179],[12003,18527,32473],[12053,12081,25521],[12393,25891,44446],[12690,19074,39590],[12734,26272,33344],[12812,19345,26443],[13137,19661,26813],[13186,13456,34252],[13583,13596,27429],[14022,20659,34960],[14659,21371,41457],[15028,15059,29096],[15570,15718,36538],[15869,22846,30005],[16156,23019,23167],[16288,16595,37475],[16645,16673,30963],[16985,16998,31333],[17727,17875,38613],[18862,19024,39552],[19496,26601,26763],[20030,20061,34388],[21159,21321,41419]
   ]
cell #204 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [1118],[1728],[2298],[2611],[2901],[3381],[3786],[4185],[5125],[5310],[5889],[6400],[6843],[7267],[8427],[8831],[9069],[10796],[10951],[11269],[12921],[14168],[15861],[19170]
   ]
cell #205 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [1812],[2660],[3430],[3846],[4234],[4844],[5359],[5870],[7021],[7248],[7962],[8581],[9095],[9592],[10977],[11423],[11698],[13682],[13862],[14194],[16015],[17394],[19196],[22686]
   ]
cell #206 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1852],[2521],[2621],[3158],[3391],[3840],[4195],[4458],[4761],[4838],[5087],[5320],[5760],[5864],[6468],[6560],[6613],[6862],[7165],[7242],[7705],[7782],[8264],[8575],[8634],[9358],[9450],[9997],[10089],[10142],[10694],[10771],[11007],[11118],[11183],[11934],[12665],[12724],[13448],[13540],[13896],[14634],[14789],[15599],[15710],[15775],[16526],[17756],[17867],[18027],[18765],[18898],[19791],[21195],[22139],[23319],[24377],[25715],[27997],[31375]
   ]
cell #207 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1842],[2207],[2799],[3015],[3064],[3302],[3695],[4040],[4088],[4264],[4373],[4667],[4993],[5120],[5231],[5389],[5560],[5671],[5854],[6064],[6112],[6804],[6888],[7007],[7071],[7232],[7437],[7547],[7611],[7896],[8064],[8175],[8540],[8556],[8934],[9044],[9093],[9145],[9384],[9526],[9694],[9732],[9769],[10536],[10600],[10975],[11075],[11398],[11476],[11513],[12045],[12403],[12431],[12646],[13183],[13474],[13807],[13981],[14192],[14335],[14400],[14615],[15258],[15567],[15990],[16637],[17178],[17231],[17724],[18112],[19194],[19337],[19617],[20998],[21561],[21614],[23016],[23159],[25518],[26440],[30960]
   ]
cell #208 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4139],[4754],[5274],[5753],[6163],[6222],[6555],[7055],[7158],[7698],[7777],[8218],[8257],[8487],[8653],[9112],[9293],[9312],[9445],[9932],[10084],[10584],[10687],[10766],[11013],[11676],[11772],[11929],[12012],[12577],[12660],[12743],[13383],[13402],[13535],[13803],[14031],[14546],[14629],[14690],[14746],[15037],[15458],[15500],[15605],[16521],[16604],[17100],[17563],[17657],[17762],[18312],[18760],[18805],[19033],[19692],[20039],[20649],[20867],[21019],[21102],[21330],[22040],[22392],[22855],[23604],[24231],[24278],[24771],[25169],[26309],[26461],[26772],[28212],[28764],[28811],[30213],[30365],[32633],[33504],[37635]
   ]
cell #209 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1567],[2060],[2925],[3062],[3288],[3548],[3893],[4665],[4891],[4991],[5217],[5431],[5657],[5917],[6675],[7069],[7295],[7609],[7835],[7935],[8161],[8554],[8763],[8841],[9565],[10204],[10598],[10824],[11142],[11205],[12122],[12644],[12853],[12931],[13655],[13918],[14106],[14613],[14924],[15734],[15797],[16714],[17113],[17891],[18049],[18920],[19108],[19926],[21217],[21496],[22274],[22405],[23341],[24784],[25737],[26938],[28019],[29317],[31580],[34833]
   ]
cell #210 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5023],[6214],[6876],[7101],[8645],[8714],[8817],[9104],[9372],[10630],[11278],[11386],[12004],[12073],[12735],[12804],[12907],[13081],[13462],[14023],[14120],[14900],[15060],[15870],[15978],[16148],[16251],[16596],[16665],[16942],[17127],[18154],[19025],[19122],[19497],[19605],[19902],[19947],[20062],[20340],[21322],[21510],[22250],[22295],[22419],[22607],[22944],[23248],[23446],[23918],[24798],[24986],[25644],[25842],[26003],[26086],[26201],[26842],[26952],[27927],[28399],[28482],[28597],[29221],[29331],[29550],[29578],[30606],[31488],[31594],[31898],[31926],[32903],[33043],[34823],[34925],[35282],[35786],[38110],[38786],[41561]
   ]
cell #211 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [9152],[10921],[11760],[12052],[14138],[14222],[14342],[14703],[15025],[16644],[17427],[17551],[18269],[18353],[19140],[19224],[19344],[19590],[20027],[20694],[20799],[21644],[21810],[22003],[22719],[22843],[23046],[23166],[23561],[23645],[24011],[24179],[25214],[25362],[26136],[26241],[26636],[26760],[27086],[27252],[27445],[27579],[27958],[28532],[28712],[28940],[29465],[29621],[29817],[30145],[30656],[30804],[31156],[31516],[31969],[32165],[32953],[33176],[33250],[33288],[34004],[34232],[34824],[35415],[35489],[35527],[36161],[36376],[36518],[37307],[38212],[38451],[38593],[39276],[39416],[41017],[41283],[41663],[43541],[44006],[46045]
   ]
cell #212 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [10171],[12586],[14555],[15588],[16447],[17745],[18686],[19780],[21689],[22128],[23361],[24366],[25021],[25757],[27814],[28300],[28622],[31199],[31394],[31670],[33592],[35069],[36672],[39661]
   ]
cell #213 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [4354,20271],[5527,22566],[6771,24945],[7402,26026],[8031,27099],[8899,28422],[9661,29478],[10391,30546],[12258,32843],[14064,35028],
     [1137,10300,23173],[1817,12989,26558],[1970,13751,27706],[2665,15939,29687],[2780,16079,30142],[2920,16792,23772],[2990,16850,31078],[3435,11347,32035],[3805,12200,18480],[3907,19268,33173],[3926,19066,33211],[4171,19989,27174],[4239,20131,34070],[4905,14266,35412],[4924,21363,35450],[5296,14987,21732],[5364,15129,36227],[5433,9743,29618],[5463,22460,29656],[5833,23529,23569],[5931,23689,37304],[5950,23487,37342],[6364,17168,24214],[6677,11487,31966],[6707,24839,32004],[7026,18195,38889],[7211,18237,18277],[7309,18397,39273],[7328,25883,39311],[7416,26040,26144],[7868,19647,26805],[7937,13194,34001],[7967,13235,26993],[8519,20598,20702],[8795,14345,20935],[8913,28436,28540],[9155,9254,21551],[9300,21657,41660],[9522,15210,21979],[9567,15269,36158],[9597,15310,29372],[10236,23169,30281],[10405,10417,30560],[10857,24068,31325],[10929,17081,24176],[11144,17274,38209],[11361,17550,24502],[11428,17596,31875],[11722,25104,43979],[11759,11878,25118],[12055,12154,25455],[12272,12284,32857],[12885,19347,26377],[13003,26759,33728],[13612,20212,27421],[13687,20312,34664],[13886,20584,40990],[14146,20796,20848],[14349,14361,35255],[14671,14711,28709],[15024,15143,29035],[15953,22842,29944],[16020,22888,36877],[16647,16746,30897],[16864,16876,37859],[17349,17418,38235],[19148,26238,26290],[19351,19363,39847],[20026,20145,34327],[22641,22710,42325]
   ]
cell #214 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2842],[2870],[3727],[3755],[3859],[4160],[4569],[4787],[4857],[5285],[5452],[6124],[6229],[6353],[6442],[6579],[6696],[6973],[7731],[7801],[8229],[8451],[8613],[8660],[8784],[9119],[9243],[9469],[9882],[9971],[10108],[10225],[10986],[11626],[11810],[12019],[12143],[12541],[12703],[12750],[12874],[13333],[13559],[14038],[14510],[14768],[15408],[15578],[16402],[16611],[16735],[17735],[18641],[19040],[19770],[20774],[21337],[22118],[24356],[27767]
   ]
cell #215 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1138],[1403],[1827],[1971],[2200],[2502],[2761],[2792],[2921],[3000],[3216],[3602],[3688],[3806],[3947],[4033],[4173],[4335],[4366],[4509],[4945],[5113],[5145],[5298],[5465],[5553],[5585],[5831],[5971],[6057],[6309],[6366],[6709],[6797],[6836],[6913],[7209],[7349],[7376],[7414],[8057],[8089],[8420],[8517],[8740],[8873],[8911],[9199],[9687],[9711],[9838],[10365],[10896],[11064],[11262],[11455],[11582],[11779],[12099],[12232],[12510],[12830],[13960],[14007],[14479],[14846],[15044],[15854],[16174],[16691],[17539],[17570],[18091],[18138],[19481],[20046],[21922],[22831],[22862],[26779],[27364]
   ]
cell #216 :
  |C| = 64
  W-rep = phi[64,4]
  special rep = phi[64,4] , dim = 64
  orbit = D5(a1)
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [3209],[3285],[3471],[3545],[4479],[4502],[4636],[4962],[5214],[5578],[5654],[6250],[6278],[6489],[6906],[7040],[7446],[7580],[7832],[8158],[8472],[8681],[8943],[9168],[9807],[10018],[10175],[10435],[10569],[11314],[11551],[11831],[12302],[12562],[12590],[12771],[13258],[14083],[14531],[14559],[15096],[15333],[15906],[16423],[16451],[17043],[17310],[18662],[18690],[19533],[20098],[20478],[20529],[21077],[21693],[23954],[24111],[24433],[25049],[26519],[28045],[28644],[29875],[33337]
   ]
cell #217 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [5840],[5914],[7218],[7292],[7423],[7906],[8526],[8838],[8920],[9536],[9779],[10821],[10939],[11085],[11200],[11368],[11523],[11885],[12928],[13010],[13626],[13913],[14105],[14156],[14302],[14721],[14867],[15150],[15677],[15792],[15960],[16115],[17112],[17834],[18044],[18287],[18433],[18915],[19107],[19158],[19304],[19869],[20152],[20712],[21212],[21495],[22217],[22404],[23336],[23579],[23725],[24783],[25732],[26154],[26937],[28014],[28550],[29316],[31579],[34832]
   ]
cell #218 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1139],[1623],[1818],[1972],[2449],[2666],[2777],[2981],[2991],[3135],[3436],[3608],[3904],[3927],[4240],[4282],[4351],[4520],[4902],[4925],[5365],[5404],[5504],[5524],[5928],[5951],[5977],[6186],[6648],[6748],[6768],[7027],[7306],[7329],[7371],[7464],[7908],[8028],[8502],[8868],[8961],[9297],[9538],[9658],[9715],[9781],[10360],[11059],[11087],[11459],[11525],[11717],[11861],[12227],[12505],[13881],[13964],[14002],[14304],[14474],[14841],[14869],[16117],[17413],[17534],[18012],[18095],[18133],[18435],[19306],[19476],[21796],[21917],[22705],[22826],[23727],[24616],[27238],[27359],[30058],[33842]
   ]
cell #219 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1144],[1627],[1699],[2088],[2269],[2607],[2872],[3066],[3316],[3377],[3576],[3757],[4102],[4181],[4669],[4747],[4789],[4995],[5245],[5306],[5685],[5746],[6126],[6396],[6448],[7073],[7151],[7613],[7691],[7733],[8189],[8250],[8457],[8558],[8612],[9286],[9925],[9977],[10602],[10680],[10985],[11669],[11816],[12547],[12648],[12702],[13376],[14516],[14617],[14767],[15451],[15577],[16408],[17734],[18647],[19769],[20780],[22117],[24355],[27766]
   ]
cell #220 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [3613],[4525],[5982],[6226],[6535],[6929],[7469],[8657],[8966],[9116],[9425],[9755],[10064],[10458],[11499],[12016],[12325],[12747],[13056],[13206],[13515],[14035],[14278],[14377],[15281],[16091],[16608],[16917],[17286],[17354],[18409],[19037],[19280],[19379],[20283],[20589],[20787],[21334],[21669],[22578],[22646],[23701],[24167],[24957],[25109],[26031],[26229],[27111],[28427],[28700],[29490],[29609],[30551],[31957],[32848],[33992],[35033],[36149],[38200],[40960]
   ]
cell #221 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1520],[2359],[2474],[3333],[3469],[3648],[4307],[4477],[4772],[5138],[5702],[6017],[6302],[6439],[6487],[7716],[7880],[8082],[8448],[8733],[9192],[9831],[9968],[10016],[10311],[11290],[11575],[11807],[12092],[12538],[12823],[12960],[13282],[14507],[15072],[15357],[15653],[15882],[16167],[16399],[16684],[17615],[17810],[18166],[18638],[19509],[19845],[20074],[20359],[20771],[20810],[22193],[22907],[23102],[23458],[23930],[24190],[24382],[25291],[25854],[26213],[26252],[27635],[27816],[28609],[28723],[29632],[29824],[30733],[31980],[32237],[33030],[33108],[34015],[35347],[36172],[37239],[38223],[39208],[41077],[43505]
   ]
cell #222 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1960],[2687],[2993],[3457],[3889],[3940],[4261],[4887],[4938],[5386],[5410],[5467],[5913],[5964],[6654],[6711],[7291],[7342],[7365],[7914],[7971],[8508],[8606],[8862],[9544],[9601],[9787],[10354],[11053],[11093],[11156],[11531],[11867],[12221],[12499],[13815],[13996],[14310],[14468],[14835],[14875],[16123],[17065],[17528],[18127],[18441],[19312],[19470],[20832],[21448],[21911],[22820],[23733],[25352],[26274],[27353],[27948],[30794],[33240],[35479]
   ]
cell #223 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [4073],[5512],[6756],[7454],[8016],[8951],[9646],[10443],[11954],[12310],[13290],[14091],[14696],[15365],[17106],[17623],[17927],[20367],[20532],[20873],[22915],[24436],[26315],[29878]
   ]
cell #224 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [7755],[9855],[11599],[12535],[13306],[14504],[15381],[16396],[18213],[18635],[19811],[20768],[21425],[22159],[24161],[24672],[25001],[27601],[27794],[28095],[30114],[31650],[33387],[36652]
   ]
cell #225 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [12949],[15642],[17799],[18906],[19834],[21203],[22182],[23327],[25280],[25723],[26979],[28005],[28642],[29358],[31414],[31861],[32173],[34650],[34849],[35089],[36863],[38251],[39681],[42341]
   ]
cell #226 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2515],[3647],[4149],[4348],[4599],[4757],[5157],[5756],[6016],[6173],[6368],[6553],[7161],[7543],[7701],[7775],[8101],[8260],[8352],[8621],[9040],[9296],[9443],[9897],[9935],[10082],[10690],[10764],[10994],[11641],[11679],[11927],[11980],[12442],[12658],[12711],[13386],[13533],[13936],[14411],[14627],[14683],[14776],[15461],[15493],[16519],[16572],[17093],[17189],[17468],[17650],[18067],[18758],[18938],[19685],[20642],[20860],[21235],[21476],[21572],[21851],[22033],[22385],[22760],[24271],[24764],[25162],[25380],[26302],[26677],[27293],[28205],[28237],[28804],[30206],[30822],[32626],[33497],[33529],[37095],[37628]
   ]
cell #227 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2186],[3267],[3674],[4019],[4140],[4634],[5110],[5196],[5275],[5636],[5783],[6043],[6164],[6276],[6986],[7038],[7056],[7578],[7814],[8054],[8140],[8219],[8287],[8470],[8488],[9084],[9166],[9311],[9684],[9948],[10515],[10567],[10585],[10803],[10966],[11012],[11312],[11692],[11829],[12382],[12560],[12578],[12679],[13174],[13401],[13802],[14183],[14529],[14547],[14648],[14748],[15094],[15249],[15498],[15558],[15604],[15904],[17222],[17655],[17715],[17761],[18314],[18804],[19185],[19531],[20096],[20647],[20989],[21021],[21101],[21605],[23007],[23606],[24230],[25167],[25509],[26431],[26463],[28763],[30367],[30951]
   ]
cell #228 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4717],[6218],[6508],[7121],[7661],[7865],[8649],[9108],[9148],[9274],[9398],[9519],[10037],[10256],[10650],[10854],[11768],[11904],[11997],[12008],[12048],[12739],[13029],[13364],[13488],[13609],[13707],[13953],[14027],[14338],[14686],[14959],[15033],[15439],[15764],[16496],[16589],[16600],[16640],[16890],[17096],[17140],[17559],[17921],[18735],[18955],[19029],[19081],[19340],[19688],[19961],[20035],[20482],[20863],[21252],[21326],[21378],[22036],[22331],[22388],[22432],[22851],[23162],[24274],[24710],[24767],[24811],[25924],[26305],[26768],[27891],[28208],[28320],[28807],[30209],[31467],[32312],[32629],[33500],[35659],[37631]
   ]
cell #229 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13103],[14284],[15221],[16097],[16964],[17054],[17488],[18293],[18415],[19286],[19430],[20223],[20289],[20718],[20821],[21437],[21482],[21675],[21742],[21871],[22584],[22780],[23585],[23707],[23851],[24287],[24963],[25060],[25243],[25341],[25386],[26160],[26165],[26263],[27117],[27184],[27313],[27758],[27937],[28243],[28556],[28561],[28635],[28977],[29496],[29544],[29729],[30685],[30783],[30828],[31407],[31793],[31892],[32077],[32982],[33050],[33229],[33535],[33927],[34269],[34919],[35082],[35289],[35468],[36084],[36409],[36795],[37101],[38117],[38141],[38484],[38780],[39674],[40060],[41198],[41568],[41592],[42574],[44187],[44727],[47131]
   ]
cell #230 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11782],[13830],[14732],[15047],[17362],[17445],[17573],[17961],[18298],[20049],[20879],[21005],[21745],[21828],[22654],[22737],[22865],[23126],[23590],[24290],[24394],[25232],[25399],[25597],[26321],[26447],[26654],[26782],[27187],[27270],[27659],[27828],[28823],[28966],[29732],[29836],[30225],[30351],[30674],[30841],[31039],[31174],[31542],[32080],[32249],[32466],[32971],[33120],[33306],[33620],[34115],[34258],[34608],[34953],[35359],[35545],[36272],[36477],[36544],[36581],[37251],[37468],[38046],[38552],[38619],[38656],[39220],[39424],[39545],[40259],[41089],[41291],[41412],[42003],[42136],[43549],[43766],[44078],[45688],[46053],[47712]
   ]
cell #231 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6097,16813],[7514,18998],[9011,21295],[9815,22357],[10503,23419],[11559,24736],[12370,25815],[13266,26890],[15341,29269],[17318,31564],
     [1163,10532,16431],[1646,12399,18670],[1874,13348,19806],[2229,14665,21085],[2543,15423,22154],[2843,16303,16391],[3004,10820,23962],[3284,11322,24527],[3335,17905,24667],[3717,18469,25605],[3728,18542,18630],[3860,12530,18877],[4062,12696,26527],[4376,13691,27596],[4570,20674,20763],[4644,21114,28066],[4701,14239,28127],[4858,14499,21174],[5213,15104,29060],[5264,15219,29200],[5653,15914,29969],[5704,15748,30109],[5826,23134,30431],[6086,23761,31047],[6286,24132,24243],[6431,17407,31628],[6580,17802,24578],[6974,25194,25283],[7003,11839,25143],[7048,18262,32487],[7105,18370,32548],[7588,18817,33358],[7645,19241,33419],[7802,12952,26616],[7831,19541,33753],[7882,13101,26737],[8157,20106,34352],[8208,20221,34492],[8330,27667,27695],[8440,13875,27772],[8480,20623,34974],[8717,14567,28177],[9176,28665,28776],[9258,14804,28726],[9321,21711,35820],[9470,22185,29111],[9960,22699,36630],[10109,15645,30020],[10183,16151,30178],[10240,23063,36985],[10577,23554,37489],[10634,23662,37550],[10871,16962,31257],[11022,24193,38153],[11711,11799,32193],[12076,18698,32598],[12570,26065,39566],[12598,12807,33469],[13411,27153,40412],[13560,19837,34403],[13634,20343,34561],[14539,28461,41433],[14903,21701,35756],[15614,29635,42243],[15685,22610,36566],[16459,16668,37600],[17771,31983,43873],[17842,24989,38641],[19877,19905,40348],[22225,22253,42092]
   ]
cell #232 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1170],[1653],[1857],[2231],[2526],[2626],[2841],[3011],[3163],[3223],[3396],[3726],[3858],[4064],[4359],[4516],[4568],[4627],[4766],[4856],[5092],[5532],[5592],[5765],[6228],[6269],[6578],[6776],[6920],[6972],[7170],[7460],[7571],[7710],[7800],[8036],[8659],[8957],[9118],[9159],[9468],[9666],[9798],[10107],[10449],[10699],[11542],[12018],[12316],[12749],[13249],[13558],[14037],[14097],[15324],[16610],[17301],[19039],[20496],[21336]
   ]
cell #233 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1211],[1744],[1952],[2314],[2595],[2671],[2917],[3365],[3441],[3802],[3810],[3849],[4169],[4245],[4559],[4808],[4847],[5294],[5370],[5422],[5461],[5834],[5873],[6323],[6362],[6666],[6705],[6963],[7212],[7251],[7417],[7926],[8520],[8584],[8793],[8914],[9213],[9252],[9556],[10234],[10930],[11133],[11362],[11879],[12152],[12883],[13004],[13818],[14147],[14712],[15144],[15954],[16744],[18278],[19149],[20146],[20703],[23570],[26145],[28541]
   ]
cell #234 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [1811],[2659],[3429],[3845],[4233],[4843],[5358],[5869],[7020],[7247],[7961],[8580],[9094],[9591],[10976],[11422],[11695],[13681],[13859],[14193],[16014],[17391],[19195],[22683]
   ]
cell #235 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2435],[3121],[4268],[4453],[4724],[5050],[5490],[6463],[6734],[6857],[7128],[7397],[7668],[7994],[8894],[9353],[9624],[9992],[10263],[10386],[10657],[11113],[11342],[11433],[12253],[12984],[13443],[13714],[14059],[14127],[15124],[15705],[15934],[16025],[16845],[17134],[17330],[17862],[18190],[19061],[19129],[20126],[20565],[21358],[21517],[22426],[22622],[23482],[24805],[25085],[25878],[26007],[26959],[28403],[29338],[30527],[31601],[32824],[35009],[38051]
   ]
cell #236 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [4071],[5510],[6754],[7452],[8014],[8949],[9644],[10441],[11952],[12308],[13288],[14089],[14694],[15363],[17104],[17621],[17928],[20365],[20533],[20871],[22913],[24437],[26313],[29879]
   ]
cell #237 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2829],[3309],[3720],[4095],[4403],[4455],[4742],[5154],[5238],[5678],[5741],[6089],[6119],[6318],[6465],[6859],[7014],[7030],[7146],[7554],[7686],[8098],[8182],[8245],[8462],[9051],[9142],[9281],[9355],[9847],[9920],[9994],[10543],[10559],[10675],[10893],[11115],[11591],[11664],[11719],[11774],[12042],[12410],[12450],[12552],[13371],[13445],[13883],[14332],[14419],[14521],[15039],[15446],[15485],[15707],[16311],[16634],[17197],[17415],[17565],[17642],[17864],[18550],[18885],[19334],[20041],[20634],[20682],[21182],[21580],[22707],[22857],[23156],[24586],[25154],[25202],[26624],[26774],[29119],[30028],[34411]
   ]
cell #238 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2004],[3232],[3279],[3492],[3521],[4705],[5009],[5161],[5190],[5208],[5601],[5648],[5801],[6372],[6604],[6998],[7087],[7109],[7649],[7826],[8105],[8134],[8152],[8305],[8389],[8803],[9262],[9901],[10133],[10244],[10527],[10552],[10616],[10638],[10815],[11231],[11645],[11748],[12394],[12419],[12479],[12691],[12893],[13125],[13187],[13352],[13695],[14448],[14660],[15262],[15427],[15571],[15752],[15823],[16237],[16286],[16340],[17235],[17508],[17728],[17909],[18525],[18579],[18824],[18860],[19450],[20657],[20743],[21121],[21157],[21891],[22312],[22800],[24094],[24250],[24691],[25263],[27333],[27872],[28783],[32293]
   ]
cell #239 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5810],[6569],[7204],[7791],[8314],[8381],[8754],[9340],[9459],[10098],[10195],[10733],[10780],[11041],[11223],[11740],[11943],[11967],[12113],[12674],[12844],[13430],[13549],[13646],[13923],[14643],[14744],[14915],[15005],[15633],[15725],[15815],[16535],[16559],[16705],[17023],[17250],[17790],[17882],[17949],[18003],[18310],[18774],[18820],[18925],[19917],[20007],[20554],[21017],[21117],[21222],[21787],[22265],[22315],[22542],[23241],[23602],[24246],[24458],[24607],[24694],[24921],[25637],[25996],[26459],[27229],[27875],[27920],[28392],[28779],[29900],[30049],[30363],[31776],[32296],[32341],[33684],[33833],[35968],[36778],[40560]
   ]
cell #240 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [7196],[9367],[10331],[10725],[11127],[11356],[12001],[12998],[13457],[13782],[13837],[14020],[14263],[15138],[15719],[15948],[16076],[16593],[16859],[17033],[17369],[17876],[17968],[18004],[18204],[18394],[19022],[19075],[19265],[20140],[20268],[21319],[21372],[21470],[21654],[21752],[21788],[22325],[22563],[22661],[23496],[23686],[24297],[24608],[24704],[24942],[25015],[25374],[25892],[25937],[27096],[27194],[27230],[27808],[27885],[28231],[28333],[29475],[29739],[30050],[30457],[30816],[31480],[31664],[32087],[32306],[32754],[33100],[33523],[33834],[34945],[35339],[35672],[36666],[37089],[38347],[38806],[39931],[41798],[42437],[45327]
   ]
cell #241 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4446],[6456],[6521],[6850],[6890],[8702],[9133],[9346],[9386],[9411],[9985],[10050],[10286],[11106],[11400],[11917],[12033],[12061],[12792],[13042],[13436],[13476],[13501],[13737],[13845],[14323],[14888],[15698],[15992],[16136],[16509],[16547],[16625],[16653],[16903],[17377],[17855],[17976],[18748],[18786],[18847],[19094],[19325],[19619],[19699],[19890],[20328],[21144],[21391],[22047],[22238],[22399],[22595],[22669],[23147],[23218],[23268],[24285],[24548],[24778],[24974],[25614],[25664],[25940],[25973],[26586],[27897],[27978],[28336],[28369],[29081],[29532],[29990],[31364],[31483],[31880],[32399],[34373],[34907],[35675],[38768]
   ]
cell #242 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6895],[8373],[9131],[9391],[11215],[11293],[11405],[11732],[12031],[13481],[14203],[14321],[14997],[15075],[15807],[15885],[15997],[16218],[16623],[17242],[17344],[18169],[18334],[18511],[19205],[19323],[19512],[19624],[19999],[20077],[20410],[20579],[21625],[21740],[22534],[22636],[23027],[23145],[23461],[23626],[23803],[23933],[24222],[24913],[25099],[25304],[25857],[26021],[26216],[26553],[27067],[27182],[27560],[27841],[28417],[28612],[29446],[29664],[29682],[29798],[30541],[30746],[31362],[32012],[32030],[32146],[32838],[33059],[33133],[34065],[35023],[35298],[35372],[36222],[36364],[38126],[38439],[38884],[41005],[41577],[43994]
   ]
cell #243 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [2997],[3944],[4367],[4942],[5486],[5554],[5968],[6730],[6798],[7346],[7381],[7440],[7990],[8058],[8878],[8937],[9620],[9688],[9714],[10370],[10429],[11069],[11175],[11458],[12237],[12296],[12515],[13165],[13963],[14012],[14077],[14484],[14851],[15240],[15549],[17035],[17213],[17544],[17706],[18094],[18143],[19486],[20521],[20980],[21596],[21927],[22836],[22998],[24425],[25041],[25500],[26422],[27369],[28958],[29867],[30942],[31534],[34250],[36536],[38611]
   ]
cell #244 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6526],[8375],[8700],[9416],[10055],[10305],[11217],[11734],[11778],[11922],[12059],[12205],[12790],[13047],[13506],[13756],[14738],[14886],[14999],[15022],[15043],[15809],[16134],[16514],[16651],[16797],[16908],[17244],[17267],[17569],[17943],[18264],[18304],[18753],[19099],[19888],[20001],[20024],[20045],[20326],[20548],[20689],[21011],[21396],[22236],[22536],[22559],[22593],[22861],[23235],[23556],[23596],[24095],[24452],[24915],[24938],[24972],[25631],[25938],[25990],[26131],[26453],[26778],[27914],[28334],[28386],[28527],[29537],[29894],[30357],[31481],[31770],[31885],[32335],[33678],[34912],[35673],[35962],[36772],[38773],[40554]
   ]
cell #245 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [7756],[9856],[11600],[12536],[13307],[14505],[15382],[16397],[18214],[18636],[19812],[20769],[21426],[22160],[24162],[24673],[24998],[27602],[27791],[28096],[30115],[31647],[33388],[36649]
   ]
cell #246 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [7753],[9853],[11597],[12472],[13304],[14441],[15379],[16333],[18211],[18572],[19747],[20736],[21423],[22095],[24159],[24640],[25003],[27537],[27796],[28093],[30082],[31652],[33385],[36654]
   ]
cell #247 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [11328],[11845],[12191],[13835],[14232],[14797],[15110],[15920],[16266],[16783],[17367],[17966],[18363],[19234],[19547],[20112],[20458],[22659],[23056],[23655],
     [3837,18837],[4138,19633],[4752,20964],[4835,21134],[5273,15196],[5751,22982],[5861,23258],[5890,16437],[6162,24054],[6557,24538],[7054,18289],[7156,25484],[7239,25654],[7268,18676],[7696,26406],[7779,26576],[7953,19799],[8217,20198],[8255,27515],[8486,20714],[8572,27968],[8832,21091],[9291,28876],[9314,21750],[9447,29071],[9583,22147],[9930,29785],[10086,29980],[10583,23581],[10685,30926],[10797,23968],[10941,31432],[11015,24295],[11414,24660],[11674,32133],[11931,32389],[12576,26156],[12922,26533],[13381,34168],[13404,27192],[13537,34363],[13673,27589],[14158,28039],[14545,28552],[14723,35624],[15456,36325],[15607,29737],[16006,30102],[17764,32085],[19160,33331],
     [1207,10768,31096],[1735,12662,33260],[2305,14631,35499],[2612,15533,36434],[2908,16523,37391],[3382,17690,38509],[3793,18762,39360],[4186,19725,40216],[5311,22073,41960],[6401,24343,43613]
   ]
cell #248 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1246],[2146],[2182],[2345],[2367],[3271],[3513],[3634],[3656],[3670],[3979],[4015],[4586],[4780],[5106],[5182],[5200],[5640],[5779],[6003],[6025],[6039],[6230],[6596],[6990],[7530],[7724],[7818],[7854],[8050],[8126],[8144],[8283],[8661],[9027],[9120],[9680],[9759],[9944],[10125],[10319],[10519],[10807],[10843],[11503],[11688],[12386],[12488],[12683],[12751],[13117],[13210],[13395],[14282],[14457],[14652],[15285],[15470],[15504],[15508],[16095],[16349],[17290],[17661],[17665],[18413],[18588],[18799],[19284],[19700],[20653],[20752],[21096],[21673],[22048],[23705],[24225],[24318],[25173],[27757],[28758]
   ]
cell #249 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1384],[2008],[2176],[2483],[2742],[3236],[3496],[3591],[3664],[4009],[4117],[4316],[5013],[5100],[5165],[5605],[5773],[5803],[5960],[6033],[6141],[6376],[6837],[6885],[7091],[7338],[7565],[8044],[8109],[8277],[8307],[8421],[8807],[9062],[9381],[9674],[9767],[9905],[9938],[10366],[10554],[10620],[11263],[11395],[11511],[11649],[11682],[12233],[12421],[12452],[12457],[12511],[12897],[13218],[13471],[14008],[14421],[14426],[14480],[15293],[15478],[15855],[15987],[16241],[16318],[17199],[17298],[17540],[17635],[18139],[18557],[19482],[19614],[20627],[20721],[21582],[21923],[22832],[24096],[25147],[27365]
   ]
cell #250 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1385],[2009],[2177],[2484],[2743],[2825],[3237],[3497],[3592],[3665],[4010],[4118],[4317],[4399],[5014],[5101],[5166],[5606],[5774],[5961],[5974],[6034],[6142],[6377],[6838],[6886],[7092],[7339],[7352],[7566],[7921],[8045],[8110],[8278],[8422],[8808],[9063],[9382],[9551],[9675],[9794],[9906],[9939],[10345],[10367],[10621],[11100],[11264],[11396],[11538],[11650],[11683],[12212],[12234],[12453],[12490],[12512],[12898],[13472],[13987],[14009],[14422],[14459],[14481],[15481],[15856],[15988],[16242],[17027],[17200],[17541],[17638],[18140],[19483],[19615],[20630],[21583],[21924],[22833],[25150],[27366]
   ]
cell #251 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1386],[2174],[2485],[2744],[2826],[3211],[3593],[3662],[4007],[4119],[4318],[4400],[4504],[5098],[5140],[5580],[5771],[5962],[5975],[6031],[6143],[6304],[6833],[6908],[7340],[7353],[7567],[7922],[8042],[8084],[8275],[8417],[8735],[9064],[9194],[9552],[9672],[9795],[9833],[9936],[10344],[10362],[11101],[11259],[11539],[11577],[11680],[11776],[12094],[12211],[12229],[12448],[12489],[12507],[12825],[13986],[14004],[14417],[14458],[14476],[15041],[15480],[15851],[16169],[16686],[17026],[17195],[17536],[17567],[17637],[18135],[19478],[20043],[20629],[21578],[21919],[22828],[22859],[25149],[26776],[27361]
   ]
cell #252 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1387],[2175],[2486],[2745],[3212],[3594],[3663],[4008],[4120],[4319],[4505],[5099],[5141],[5581],[5772],[5806],[5963],[6032],[6144],[6305],[6834],[6909],[7341],[7568],[8043],[8085],[8276],[8310],[8418],[8736],[9065],[9195],[9673],[9823],[9834],[9937],[10363],[10557],[11260],[11567],[11578],[11681],[11777],[12095],[12230],[12424],[12449],[12508],[12520],[12826],[13274],[14005],[14418],[14477],[14489],[15042],[15349],[15482],[15852],[16170],[16381],[16687],[17196],[17326],[17537],[17568],[17639],[18136],[18620],[19479],[20044],[20631],[20753],[21579],[21920],[22829],[22860],[24100],[25151],[26777],[27362]
   ]
cell #253 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1518],[2006],[2361],[2472],[3234],[3331],[3494],[3650],[4305],[4707],[4774],[5163],[5603],[5700],[6019],[6374],[6443],[6516],[7111],[7651],[7718],[7878],[8107],[8452],[9264],[9406],[9903],[9972],[10045],[10246],[10313],[10640],[11647],[11811],[11912],[12542],[12964],[13037],[13354],[13496],[13697],[14511],[15429],[15657],[15754],[16196],[16403],[16504],[16898],[17814],[17911],[18642],[18743],[18826],[19089],[19849],[20388],[20775],[21123],[21386],[22197],[22310],[22366],[23510],[24252],[24689],[24745],[25295],[25906],[25946],[26899],[27870],[28342],[28785],[29278],[30466],[31573],[32291],[32763],[34979],[38048]
   ]
cell #254 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1521],[2360],[2475],[3334],[3470],[3649],[4308],[4478],[4773],[5139],[5703],[6018],[6303],[6440],[6488],[7717],[7881],[8083],[8449],[8734],[9193],[9832],[9969],[10017],[10312],[11291],[11576],[11808],[12093],[12539],[12824],[12961],[13283],[14508],[15073],[15358],[15654],[15883],[16168],[16400],[16685],[17616],[17811],[18167],[18639],[19510],[19846],[20075],[20360],[20772],[20811],[22194],[22908],[23103],[23459],[23931],[24191],[24383],[25292],[25855],[26214],[26253],[27636],[27817],[28610],[28724],[29633],[29825],[30734],[31981],[32238],[33031],[33109],[34016],[35348],[36173],[37240],[38224],[39209],[41078],[43506]
   ]
cell #255 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1903],[1965],[2572],[2689],[2850],[2988],[3459],[3735],[3828],[3867],[3924],[4156],[4577],[4826],[4865],[4922],[5281],[5393],[5440],[5448],[5948],[6341],[6349],[6587],[6637],[6684],[6692],[6981],[7326],[7388],[7809],[7944],[8384],[8491],[8780],[8885],[9231],[9239],[9477],[9574],[10116],[10221],[10377],[11151],[11226],[11743],[11850],[12139],[12244],[12870],[13567],[14050],[15008],[15818],[16731],[17036],[17253],[20010],[22545],[24924]
   ]
cell #256 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [5721],[7490],[8987],[9752],[10479],[11496],[12346],[13203],[14941],[15278],[16365],[17283],[17952],[18604],[20557],[21050],[21404],[23896],[24140],[24461],[26492],[28074],[29903],[33366]
   ]
cell #257 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3522],[4450],[5008],[5191],[6460],[6523],[6605],[6854],[7086],[8135],[8706],[8802],[9350],[9413],[9989],[10052],[10134],[10615],[11110],[11199],[11919],[12065],[12796],[12892],[13044],[13126],[13440],[13503],[13912],[14892],[15702],[15791],[16140],[16203],[16236],[16511],[16657],[16905],[17859],[18043],[18750],[18914],[19096],[19418],[19894],[20332],[20395],[21211],[21393],[22242],[22431],[22486],[22599],[23335],[23517],[24810],[24865],[24978],[25731],[25913],[25944],[26004],[26964],[27019],[28013],[28340],[28400],[29343],[29398],[29533],[30524],[31487],[31606],[31881],[32434],[32821],[34908],[35006],[35679],[38047],[38769]
   ]
cell #258 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3280],[4452],[4704],[5209],[5649],[6462],[6856],[6891],[6999],[7108],[7648],[7827],[8153],[9139],[9261],[9352],[9387],[9991],[10243],[10292],[10528],[10637],[10816],[11112],[11401],[11716],[12039],[12395],[12692],[13351],[13442],[13477],[13694],[13743],[13880],[14329],[14661],[15426],[15603],[15704],[15751],[15993],[16308],[16553],[16631],[17412],[17760],[17861],[17908],[18547],[18792],[18823],[18882],[18892],[19331],[19620],[19795],[20679],[21120],[21179],[21189],[22143],[22313],[22704],[23153],[23313],[24249],[24381],[24583],[24692],[25199],[25709],[26621],[27873],[27991],[28782],[29116],[30025],[31368],[32294],[34408]
   ]
cell #259 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [10172],[12587],[14556],[15589],[16448],[17746],[18687],[19781],[21690],[22129],[23362],[24367],[25022],[25758],[27815],[28301],[28624],[31200],[31396],[31671],[33593],[35071],[36673],[39663]
   ]
cell #260 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [7866],[8772],[9520],[10213],[10855],[10927],[11333],[12027],[12131],[12862],[12975],[13610],[13664],[14046],[14144],[14709],[14747],[14933],[14992],[15115],[15743],[15925],[16619],[16723],[16836],[17237],[17900],[18000],[18181],[18275],[18313],[19048],[19052],[19146],[19935],[19994],[20117],[20487],[20700],[21020],[21345],[21349],[21419],[21784],[22283],[22328],[22529],[23473],[23567],[23605],[24155],[24604],[24707],[24908],[25869],[25929],[26142],[26462],[26861],[27226],[27888],[28089],[28325],[28538],[29240],[29597],[30046],[30366],[31472],[31507],[31945],[32309],[33381],[33830],[35182],[35664],[35699],[36947],[39043],[39774],[43133]
   ]
cell #261 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8225,20278],[9878,22573],[11622,24952],[12474,26030],[13329,27106],[14443,28426],[15404,29485],[16335,30550],[18574,32847],[20738,35032],
     [1618,12161,18507],[2446,14981,21736],[2976,16753,23799],[3132,17162,24218],[3612,12011,25308],[4279,19983,27178],[4405,20406,20428],[4524,14030,27845],[4735,14228,28152],[5061,21650,28751],[5501,22454,29660],[5828,16214,23200],[5981,16603,30750],[6104,23839,23866],[6221,24168,31400],[6534,17422,31701],[6745,24833,32008],[6928,25209,32266],[7139,18359,32573],[7468,19032,33137],[7521,26121,26180],[7679,19230,33444],[7770,19445,26562],[8005,19749,34043],[8652,20788,35075],[8965,21329,35376],[9018,28517,28576],[9111,28628,28701],[9424,21805,35893],[9495,15226,29175],[9635,22097,36200],[9750,15519,29610],[9870,22795,29691],[10063,22714,36703],[10166,16086,30134],[10274,23052,37010],[10457,23292,37268],[10510,30641,30700],[10668,23651,37575],[11444,24642,38434],[11494,17676,31958],[11614,17503,32039],[12324,25688,39237],[12377,32938,32997],[12581,19275,33165],[12742,26230,39667],[13055,26631,39968],[13108,19663,33868],[13201,19711,33993],[13321,27328,34074],[13514,27247,40485],[13585,20228,34467],[13725,27539,40792],[14273,14550,35404],[14376,28263,41258],[15276,22059,36150],[15396,21886,36231],[16036,30084,42524],[16442,23696,37296],[16916,31130,43327],[16969,16987,37999],[17281,24329,38201],[17353,31665,43629],[18228,25258,38893],[18404,18681,39265],[19378,33555,44787],[20588,27809,40966],[21664,21684,41652],[22645,36667,46573],[25016,25108,43955]
   ]
cell #262 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1620],[2464],[2978],[3182],[3631],[4297],[4407],[4583],[5551],[5830],[6000],[6122],[6195],[6795],[7527],[7557],[7773],[8244],[9024],[9054],[9724],[9873],[9919],[10164],[10546],[11468],[11617],[11663],[12413],[12445],[12579],[13324],[13370],[13973],[14414],[14548],[15399],[15445],[15486],[16306],[16440],[17192],[17643],[18104],[18231],[18545],[18679],[18880],[19678],[20635],[20677],[21177],[21575],[21682],[22026],[22378],[24264],[24581],[24757],[25012],[25155],[25197],[26619],[27805],[28198],[28797],[29114],[30023],[30199],[31661],[32226],[32619],[33490],[34406],[35853],[36663],[37621],[38369],[40445],[42459],[44955]
   ]
cell #263 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2514],[3628],[4148],[4347],[4540],[5132],[5737],[5997],[6172],[6296],[7484],[7506],[7750],[8076],[8241],[8345],[8981],[9003],[9825],[9850],[9894],[10495],[10739],[11569],[11594],[11638],[12362],[12435],[12437],[12608],[13301],[13345],[14404],[14406],[14577],[14957],[15376],[15420],[15489],[16298],[16469],[17182],[17184],[17646],[18208],[18537],[18708],[18872],[19681],[20638],[20669],[21169],[21418],[21565],[21567],[22029],[22381],[24154],[24267],[24573],[24760],[25158],[25189],[26611],[28088],[28201],[28687],[28800],[29106],[30015],[30202],[32509],[32622],[33380],[33493],[34398],[35209],[37511],[37624],[39801],[42701]
   ]
cell #264 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3523],[4449],[5007],[5192],[6459],[6517],[6606],[6853],[7085],[8136],[8705],[8801],[9349],[9407],[9988],[10046],[10135],[10614],[11109],[11198],[11913],[12064],[12795],[12891],[13038],[13127],[13439],[13497],[13911],[14891],[15701],[15790],[16139],[16197],[16235],[16505],[16656],[16899],[17858],[18042],[18744],[18913],[19090],[19417],[19893],[20331],[20389],[21210],[21387],[22241],[22367],[22485],[22598],[23334],[23511],[24746],[24864],[24977],[25730],[25907],[25943],[25945],[26900],[27018],[28012],[28339],[28341],[29279],[29397],[29531],[30465],[31486],[31574],[31879],[32433],[32762],[34906],[34978],[35678],[38045],[38767]
   ]
cell #265 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3281],[4451],[4703],[5210],[5650],[5811],[6461],[6855],[6889],[7000],[7107],[7205],[7647],[7828],[8154],[8315],[9138],[9260],[9341],[9351],[9385],[9990],[10242],[10529],[10636],[10734],[10817],[11042],[11111],[11399],[11715],[11966],[12038],[12396],[12693],[13350],[13431],[13441],[13475],[13693],[13879],[13922],[14328],[14662],[15425],[15634],[15703],[15750],[15991],[16307],[16558],[16630],[17022],[17411],[17791],[17860],[17907],[18546],[18822],[18881],[18924],[19330],[19618],[20678],[21119],[21178],[21221],[22314],[22703],[23152],[24248],[24582],[24693],[25198],[26620],[27874],[28781],[29115],[30024],[32295],[34407]
   ]
cell #266 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8224,20277],[9877,22572],[11621,24951],[12473,26029],[13328,27105],[14442,28425],[15403,29484],[16334,30549],[18573,32846],[20737,35031],
     [1621,12160,18506],[2447,14980,21735],[2834,16213,23199],[2979,16752,23798],[3133,17161,24217],[3611,12010,25309],[4081,19444,26561],[4280,19982,27177],[4408,20405,20427],[4523,14029,27846],[4736,14259,28151],[5062,14824,28750],[5502,22453,29659],[5520,22794,29690],[5720,16085,30135],[5980,16602,30751],[6105,23838,23865],[6220,24141,24169],[6533,17454,31702],[6746,24832,32007],[6764,17502,32038],[6927,18053,32267],[7140,18390,32572],[7467,19031,33138],[7489,19274,33166],[7522,26120,26179],[7680,19261,33443],[8006,19748,34042],[8024,27327,34073],[8651,20789,28075],[8964,21328,35377],[8986,14272,35405],[9019,28516,28575],[9110,21405,28702],[9423,21837,35894],[9496,15227,29174],[9636,22096,36199],[9654,21885,36230],[9749,9751,29611],[10062,22746,36704],[10275,23083,37009],[10456,16364,37269],[10478,23695,37297],[10511,30640,30699],[10669,23682,37574],[11445,24641,38433],[11493,11495,31959],[11962,25257,38892],[12323,18603,39238],[12345,18403,39266],[12378,32937,32996],[12741,26231,33367],[13054,26663,39969],[13109,19664,33867],[13200,13202,33994],[13513,27279,40486],[13586,20229,34466],[13726,27538,40791],[14375,21049,41259],[14940,21663,41653],[15275,15277,36151],[16037,30083,42523],[16915,23895,43328],[16970,16988,37998],[17280,17282,38202],[17352,24460,43630],[17951,25107,43956],[19377,26491,44788],[20556,20587,40967],[22644,29902,46574]
   ]
cell #267 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1622],[2450],[2835],[2980],[3136],[3609],[4084],[4283],[4409],[4521],[5505],[5523],[5718],[5978],[6108],[6187],[6749],[6767],[7465],[7487],[7525],[8027],[8222],[8962],[8984],[9022],[9657],[9716],[9719],[9875],[10476],[10514],[11460],[11463],[11619],[11965],[12343],[12381],[12439],[13170],[13326],[13965],[13968],[14408],[14938],[15245],[15401],[15554],[16300],[17186],[17218],[17711],[17946],[18096],[18099],[18539],[18874],[20551],[20671],[20985],[21171],[21569],[21601],[23003],[24455],[24575],[25071],[25191],[25505],[26427],[26613],[28988],[29108],[29897],[30017],[30947],[31804],[34280],[34400],[36806],[40071]
   ]
cell #268 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [2781],[3908],[4906],[5479],[5932],[6723],[7310],[7983],[9301],[9613],[10466],[11168],[11723],[12333],[13887],[14385],[14667],[16925],[17077],[17419],[19387],[20844],[22711],[26286]
   ]
cell #269 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6113,23858],[7548,26172],[9045,28568],[9763,29572],[10537,30692],[11507,31920],[12404,32989],[13214,33955],[15289,36112],[17294,38191],
     [1686,12466,25991],[2256,14435,28387],[2859,16327,23236],[2874,16376,16515],[3303,17495,31771],[3744,18566,25632],[3759,18615,18754],[4089,19437,33679],[4196,19741,19889],[4604,20730,27915],[4713,14286,35157],[4791,21061,21397],[5232,21878,35963],[5321,22089,22237],[5672,22787,36773],[6128,16909,23907],[6234,24130,31482],[6527,17575,24590],[6614,24634,24973],[7008,25250,32336],[7117,18417,39018],[7195,12170,25581],[7657,19288,39749],[7735,19100,26503],[7850,13135,33860],[8176,27320,40555],[8265,20327,27531],[8376,20549,27774],[8665,28064,28335],[8701,21012,28189],[9124,28663,35674],[9270,21677,41642],[9417,15049,29123],[9504,15466,29167],[10056,22867,30032],[10143,22594,30076],[10252,16099,36922],[10330,23209,30407],[10646,23709,43108],[10724,16762,31023],[10839,16996,37991],[11218,24453,31630],[11735,17944,32195],[11784,11923,25206],[12024,18554,32485],[12060,18305,32610],[12755,25939,33356],[12791,26454,33481],[13048,26628,26784],[13360,27119,45171],[13391,13594,34459],[13507,20051,34415],[13703,20291,40704],[13781,20437,34790],[14043,20686,34972],[14739,14887,28788],[15000,22017,35822],[15435,29498,46415],[15760,22586,42281],[15810,29895,36632],[16135,30190,30358],[16315,16616,37487],[16652,23597,37612],[17245,24255,38155],[17917,24965,43911],[18889,19045,39564],[19669,20002,40414],[21186,21342,41431],[22369,22537,42245],[24748,24916,43875]
   ]
cell #270 :
  |C| = 60
  W-rep = phi[60,5]
  special rep = phi[60,5] , dim = 60
  orbit = A4+A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [1854],[1875],[2523],[2544],[2623],[2844],[3160],[3336],[3393],[3729],[3861],[4377],[4462],[4571],[4645],[4763],[4859],[5089],[5705],[5762],[6098],[6287],[6425],[6472],[6581],[6866],[6975],[7167],[7515],[7589],[7707],[7803],[8434],[9012],[9177],[9362],[9471],[9816],[9954],[10001],[10110],[10504],[10696],[11122],[11560],[11793],[12371],[12524],[13267],[13452],[13561],[14493],[15342],[15714],[16385],[17319],[17871],[18624],[20757],[24106]
   ]
cell #271 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [2782],[3909],[4907],[5480],[5933],[6724],[7311],[7984],[9302],[9614],[10467],[11169],[11724],[12334],[13888],[14386],[14669],[16926],[17079],[17420],[19388],[20846],[22712],[26288]
   ]
cell #272 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6212],[8643],[8718],[9102],[9149],[11276],[11762],[12002],[12049],[12077],[12733],[12808],[13102],[14021],[14339],[14904],[15027],[15058],[15220],[15868],[16152],[16594],[16641],[16669],[16963],[17062],[17553],[18152],[18263],[19023],[19341],[19495],[19906],[20029],[20060],[20222],[20344],[20624],[20829],[21320],[21445],[21710],[22254],[22354],[22611],[22845],[23163],[23444],[23555],[23916],[24192],[24733],[24990],[25840],[26066],[26199],[26271],[26762],[26887],[27152],[27753],[28174],[28462],[28595],[29266],[29548],[29634],[30175],[31561],[31896],[31982],[32595],[33045],[33466],[34923],[35284],[35753],[37597],[38112],[38784],[41563]
   ]
cell #273 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6114,23854],[7549,26168],[9046,28564],[9764,29570],[10538,30688],[11508,31918],[12405,32985],[13215,33953],[15290,36110],[17295,38189],
     [1687,12462,25961],[2257,14431,28357],[2860,16323,30481],[3304,17491,31741],[3745,18562,32778],[4090,19433,33649],[4197,19737,27066],[4605,20726,34994],[4714,14287,35155],[5233,21874,35933],[5322,22085,29445],[5673,22783,36743],[5885,16377,23467],[6235,24128,38125],[6615,24630,32145],[7009,25246,38855],[7118,18418,39016],[7263,18616,25863],[7658,19289,39747],[7851,13136,33856],[8177,27316,40525],[8266,27527,27559],[8372,20519,27777],[8666,28062,35297],[8827,21062,28618],[9125,28661,41576],[9271,21678,41640],[9505,15467,29163],[10144,29797,30072],[10253,16100,36920],[10647,23710,43106],[10792,23908,23939],[10840,16997,37987],[11214,24423,31633],[11299,17576,24591],[11731,25039,32198],[11785,18175,25207],[12025,18555,32483],[12171,12186,25582],[12756,33058,33354],[12917,26222,26504],[13361,27120,45169],[13392,13595,34455],[13704,20292,40702],[14044,20687,34970],[14202,21008,28191],[14735,21624,28790],[14996,22019,35825],[15050,15081,29124],[15436,29499,46413],[15761,22587,42279],[15806,29865,36635],[15891,22868,30033],[16261,23210,30408],[16316,16617,37485],[16763,16778,31024],[17241,24257,38158],[17918,24966,43909],[18301,18333,32612],[18890,19046,39562],[19204,26450,33483],[19518,26629,26785],[19671,19998,40417],[20052,20083,34416],[20438,20453,34791],[21187,21343,41429],[22371,22533,42248],[23026,30192,30354],[23593,23625,37614],[24750,24912,43878]
   ]
cell #274 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6096,23855],[7513,26169],[9010,28565],[9758,29625],[10502,30689],[11502,31973],[12369,32986],[13209,34008],[15284,36165],[17289,38216],
     [1841,13100,26791],[2786,16094,30149],[3014,16961,31311],[3913,19283,33180],[4072,19434,33617],[4263,20220,27407],[4360,20286,34532],[4911,14281,35419],[5388,15218,21965],[5511,22784,36474],[5533,22581,36509],[5852,23553,30765],[5937,23704,37311],[6755,17492,38549],[6777,24960,38584],[7230,18261,25323],[7315,18412,39280],[7435,26064,33152],[7453,12463,33117],[7897,27156,27195],[8015,27317,40256],[8037,27114,40291],[8538,20622,27860],[8932,28460,35391],[8950,14432,35356],[9306,21672,41667],[9527,21714,21753],[9645,21875,42000],[9667,29493,42035],[9770,29638,29740],[10306,23192,30402],[10424,16371,30584],[10442,16324,37248],[11076,24196,24298],[11380,17578,24526],[11514,31986,32088],[11787,11897,25142],[11953,25247,44075],[12206,18499,25576],[12291,18610,32881],[12309,18563,39217],[13022,26787,33752],[13221,13289,34021],[13757,27725,34785],[13838,20535,27825],[14090,20727,41086],[14293,21004,28130],[14368,21056,35279],[14695,28716,46032],[14731,14858,28729],[15052,15162,29059],[15296,15364,36178],[15972,22870,29968],[16106,30350,36988],[16798,23791,31018],[16883,23902,37883],[17105,24183,43528],[17370,24391,24439],[17582,17622,38412],[17930,17969,32246],[18297,18424,32551],[19295,26446,33422],[19370,26498,39871],[20054,20164,34351],[20298,20366,40770],[20803,20872,41109],[22662,29833,29881],[22874,22914,42502],[23589,23716,37553],[26245,26314,44638]
   ]
cell #275 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [2779],[3906],[4904],[5432],[5930],[6676],[7308],[7936],[9299],[9566],[10416],[11143],[11721],[12283],[13885],[14360],[14668],[16875],[17078],[17417],[19362],[20845],[22709],[26287]
   ]
cell #276 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6093,23859],[7510,26173],[9007,28569],[9753,29627],[10499,30693],[11497,31975],[12366,32990],[13204,34010],[15279,36167],[17284,38218],
     [1844,13097,26819],[2516,15168,15215],[2787,16089,30151],[3017,16958,24026],[3627,18251,18258],[3914,19278,33182],[4069,19438,33616],[4349,20170,20217],[4361,20281,27477],[4539,20612,20619],[4912,14276,35421],[5133,15001,21713],[5508,22788,36473],[5534,22576,29715],[5938,23699,37313],[5996,23543,23550],[6297,17246,24195],[6549,17579,24523],[6752,17496,38548],[6778,24955,32063],[6943,11788,25139],[7316,18407,39282],[7399,12467,33116],[7483,26054,26061],[8012,27321,40255],[8038,27109,34098],[8077,20003,27155],[8377,20534,27824],[8728,21003,28129],[8896,14436,35355],[8980,28450,28457],[9187,14730,28728],[9307,21667,41669],[9439,15053,29056],[9642,21879,41999],[9668,29488,36255],[9826,22538,29637],[10078,22871,29965],[10307,23215,30397],[10388,16328,37247],[10472,16366,30581],[11219,24390,24438],[11570,24917,31985],[11736,17929,32245],[11950,25251,44074],[12087,18296,32550],[12176,12207,25571],[12255,18567,39216],[12339,18605,32878],[12818,26445,33421],[13070,26788,33749],[13232,13277,34020],[13529,20055,34348],[13758,20443,34780],[14061,20731,41085],[14391,21051,35276],[14692,28718,46031],[15307,15352,36177],[15811,29832,29880],[16162,30349,36987],[16679,23588,37552],[16768,16799,31013],[16931,23897,37880],[17102,24185,43527],[17593,17610,38411],[19393,26493,39868],[20309,20354,40769],[20805,20869,41108],[22885,22902,42501],[26247,26311,44637]
   ]
cell #277 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [1845],[2208],[2517],[2800],[3018],[3299],[3629],[3696],[4041],[4085],[4350],[4374],[4541],[4638],[5121],[5131],[5228],[5561],[5668],[5998],[6065],[6109],[6280],[6295],[6805],[7004],[7042],[7485],[7544],[7582],[8065],[8075],[8172],[8344],[8474],[8982],[9041],[9086],[9170],[9695],[9725],[9824],[10533],[10571],[10968],[11316],[11469],[11568],[11833],[12400],[12434],[12564],[13176],[13974],[14185],[14403],[14533],[14750],[15098],[15251],[15560],[15908],[17181],[17224],[17717],[18105],[18316],[19187],[19535],[20100],[20991],[21023],[21564],[21607],[23009],[23608],[25511],[26433],[26465],[30369],[30953]
   ]
cell #278 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2369],[3057],[3511],[3658],[4660],[4782],[4986],[5180],[6027],[6512],[6594],[7064],[7604],[7726],[8124],[8549],[8629],[8709],[9402],[10041],[10123],[10321],[10593],[11002],[11908],[12068],[12639],[12719],[12799],[13033],[13115],[13492],[14608],[14784],[14895],[15594],[16063],[16143],[16500],[16660],[16894],[17751],[18739],[18978],[19085],[19561],[19786],[19897],[20335],[21275],[21382],[22134],[22245],[22335],[22602],[23399],[23982],[24372],[24714],[24981],[25795],[25920],[25971],[27135],[27895],[28316],[28367],[28905],[29514],[29553],[30491],[31463],[31901],[32316],[32788],[33936],[35004],[35655],[36093],[38172],[40957]
   ]
cell #279 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3716],[5176],[5825],[6085],[6387],[6572],[7058],[7794],[8120],[8329],[8543],[8752],[9462],[9916],[10101],[10193],[10587],[10783],[10899],[11189],[11660],[11946],[12111],[12633],[12677],[12842],[13552],[13644],[13902],[14602],[14646],[14913],[14971],[15491],[15723],[15781],[16538],[16703],[17152],[17648],[17880],[17942],[18033],[18777],[18813],[19915],[19973],[20547],[20640],[20919],[21110],[21535],[22263],[22444],[23234],[24239],[24451],[24823],[25067],[25160],[25439],[25630],[25989],[26361],[27913],[28385],[28772],[28984],[29893],[30265],[30881],[31769],[31800],[32334],[33677],[34276],[35961],[36771],[36802],[40067],[40553]
   ]
cell #280 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8249,20242],[9924,22505],[11668,24884],[12546,25963],[13375,27038],[14515,28359],[15450,29417],[16407,30483],[18646,32780],[20779,34996],
     [1878,13367,19822],[2547,15442,22170],[2606,15581,22383],[2871,16494,23354],[3339,17924,24683],[3376,17738,24762],[3756,18733,25750],[4180,19683,19773],[4380,13710,27612],[4720,14255,28218],[4746,21262,28203],[4788,21376,28293],[5268,15181,29216],[5305,22031,22121],[5708,15767,30125],[5745,16050,30204],[6125,16888,31192],[6395,24269,24359],[6447,24706,31643],[6506,17463,31754],[6520,17818,31743],[7124,18386,32639],[7150,25782,32624],[7192,18785,32714],[7664,19257,33510],[7690,18965,33495],[7732,19079,33585],[7886,26753,26832],[8212,20183,34508],[8456,27787,27887],[8616,20858,35055],[9277,14820,28817],[9285,28802,28892],[9337,22046,35835],[9396,21846,35946],[9410,22201,35935],[9976,22327,36645],[10035,22755,36756],[10049,15661,36745],[10259,23079,30219],[10285,10327,30326],[10653,23678,37641],[10679,23386,37626],[10721,16546,37716],[10875,24039,31273],[10989,17091,31380],[11038,24284,38168],[11815,32208,32308],[11902,18062,32319],[11916,25299,38857],[11975,25615,38916],[12706,26300,39647],[12968,13041,33651],[13027,26672,33662],[13427,19698,40427],[13486,27288,40538],[13500,19853,40527],[13736,13778,34709],[13931,27898,41041],[14681,14771,35572],[15630,22398,42258],[16508,23435,42947],[16567,23219,43006],[16829,16902,37782],[17787,24777,43888],[18747,25831,44444],[18933,25974,44570],[19014,19093,39588],[21230,28370,45948],[21311,21390,41455]
   ]
cell #281 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [5724],[7493],[8990],[9811],[10482],[11555],[12349],[13262],[14944],[15337],[16427],[17314],[17955],[18666],[20560],[21081],[21401],[23958],[24137],[24464],[26523],[28071],[29906],[33363]
   ]
cell #282 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3718],[5177],[5827],[6087],[6388],[6573],[7057],[7795],[8121],[8331],[8542],[8751],[9463],[9917],[10102],[10192],[10586],[10784],[10898],[11188],[11661],[11947],[12110],[12632],[12678],[12841],[13553],[13643],[13901],[14601],[14647],[14912],[14970],[15490],[15722],[15780],[16539],[16702],[17151],[17647],[17879],[17941],[18032],[18778],[18812],[19914],[19972],[20546],[20639],[20918],[21109],[21534],[22262],[22443],[23233],[24238],[24450],[24822],[25066],[25159],[25438],[25629],[25988],[26360],[27912],[28384],[28771],[28983],[29892],[30264],[30880],[31768],[31799],[32333],[33676],[34275],[35960],[36770],[36801],[40066],[40552]
   ]
cell #283 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3283],[4700],[5212],[5652],[5813],[6430],[7002],[7104],[7207],[7644],[7830],[8156],[8317],[8439],[9257],[9320],[9369],[9959],[10239],[10531],[10633],[10736],[10819],[11021],[11129],[11710],[11798],[11998],[12398],[12695],[13347],[13410],[13459],[13690],[13874],[14017],[14238],[14664],[14803],[15422],[15613],[15721],[15747],[16302],[16590],[17028],[17406],[17770],[17878],[17904],[18005],[18369],[18541],[18816],[18876],[19019],[19240],[20673],[21113],[21173],[21316],[21789],[22320],[22698],[23062],[23661],[24242],[24577],[24609],[24699],[25193],[26615],[27231],[27880],[28775],[29110],[30019],[30051],[32301],[33835],[34402]
   ]
cell #284 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8228,20241],[9881,22504],[11625,24883],[12540,25962],[13332,27037],[14509,28358],[15407,29416],[16401,30482],[18640,32779],[20773,34995],
     [1880,13368,19816],[2549,15443,22164],[2869,16493,23353],[3341,17925,24677],[3754,18732,25749],[4159,19682,19772],[4382,13711,27606],[4721,14249,28155],[4786,21375,28292],[5270,21952,29210],[5284,22030,22120],[5451,15580,22382],[5710,15768,30119],[6123,16887,31191],[6352,24268,24358],[6441,24705,31642],[6505,17462,31698],[6695,17737,24761],[7125,18380,32576],[7190,18510,32713],[7665,19251,33447],[7730,19078,33584],[7888,26747,33903],[8214,27394,34502],[8450,27786,27886],[8615,20857,35053],[8783,21261,28202],[9242,28801,28891],[9278,14814,28754],[9331,21739,35834],[9395,21845,35890],[9970,22326,36644],[10034,22754,36700],[10224,16049,30203],[10260,23073,37013],[10325,16217,30325],[10654,23672,37578],[10719,23802,37715],[10877,31267,31298],[10988,17090,31378],[11032,24221,38167],[11292,17812,31742],[11809,32207,32307],[11901,18061,32263],[11974,25305,38914],[12142,25781,32623],[12705,26299,39645],[12873,18964,33494],[12962,19511,33650],[13026,26671,39965],[13421,27181,40426],[13485,27287,40482],[13776,20409,34708],[13930,27842,41039],[14680,14770,35570],[15074,22195,35934],[15624,29663,42257],[15655,15884,36744],[16566,30747,43004],[16734,23385,37625],[16823,23932,37781],[17781,32011,43887],[18168,25293,38856],[18932,33134,44568],[19008,26215,39587],[19847,20076,40526],[21229,35373,45946],[21305,28611,41454],[23429,23460,42946],[25825,25856,44443]
   ]
cell #285 :
  |C| = 24
  W-rep = phi[24,6]
  special rep = phi[24,6] , dim = 24
  orbit = D4
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [5723],[7492],[8989],[9810],[10481],[11554],[12348],[13261],[14943],[15336],[16426],[17313],[17954],[18665],[20559],[21080],[21402],[23957],[24138],[24463],[26522],[28072],[29905],[33364]
   ]
cell #286 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [14257],[14822],[15206],[17053],[17457],[18056],[18388],[19259],[19643],[20208],[20820],[21436],[21840],[22749],[23081],[23680],[24064],[26262],[26666],[27282],
     [5424,22345],[5809,23176],[6567,24553],[6668,24724],[7203,18483],[7789,26591],[7928,26878],[7963,19824],[8313,27709],[8756,28165],[9339,21765],[9457,29086],[9558,29257],[9593,22172],[10096,29995],[10197,30166],[10408,23348],[10732,23775],[10778,31111],[11040,24310],[11135,31552],[11424,24685],[11941,32404],[11969,25340],[12115,32586],[12275,25744],[12672,33275],[12846,33457],[13429,27207],[13547,34378],[13683,27614],[13850,34879],[13925,27936],[14352,28287],[14641,35514],[14917,35744],[15632,29752],[16016,30127],[16533,37406],[16561,30782],[16707,37588],[16867,31186],[17382,31620],[17789,32100],[17981,38740],[18772,39375],[18927,33228],[19354,33579],[21224,35467],[22674,36622],
     [1951,13648,34549],[2670,15727,36554],[3440,17884,38629],[3847,18852,39471],[4244,19919,40336],[4845,21149,41338],[5369,22267,42080],[5871,23273,42830],[7249,25669,44327],[8582,27983,45744]
   ]
cell #287 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2005],[3233],[3277],[3493],[3519],[4706],[5010],[5162],[5188],[5206],[5602],[5646],[6373],[6602],[6996],[7088],[7110],[7650],[7824],[8106],[8132],[8150],[8390],[8804],[9263],[9902],[10131],[10245],[10289],[10525],[10617],[10639],[10813],[11232],[11646],[11749],[12392],[12480],[12689],[12894],[13123],[13353],[13696],[13740],[14449],[14658],[15428],[15539],[15753],[15824],[16238],[16341],[16550],[17509],[17696],[17910],[18580],[18789],[18825],[18828],[19451],[19731],[20744],[21122],[21125],[21892],[22079],[22311],[22801],[23249],[24251],[24349],[24690],[25264],[25645],[27334],[27871],[27959],[28784],[31366],[32292]
   ]
cell #288 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2184],[3059],[3269],[3672],[4017],[4133],[4662],[4988],[5108],[5198],[5638],[5781],[6041],[6157],[6883],[6988],[7066],[7606],[7816],[8052],[8071],[8142],[8285],[8551],[9088],[9140],[9379],[9682],[9701],[9946],[10374],[10517],[10595],[10805],[10970],[11393],[11690],[12040],[12241],[12384],[12519],[12641],[12681],[13156],[13178],[13469],[14016],[14187],[14330],[14488],[14610],[14650],[15231],[15253],[15502],[15540],[15562],[15985],[16632],[17204],[17226],[17659],[17697],[17719],[18800],[19189],[19332],[19612],[20484],[20651],[20993],[21097],[21609],[23011],[23154],[24226],[25171],[25513],[26435],[28759],[30955]
   ]
cell #289 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [13625],[15676],[17833],[18851],[19868],[21148],[22216],[23272],[25668],[27982],
     [3706,18780,25596],[5148,22039,28965],[6075,16541,31038],[6312,24277,31541],[7039,25623,32469],[8055,13292,26924],[8092,19691,34257],[8288,20369,34595],[8319,13731,27658],[8471,27906,34956],[9685,15367,29303],[9806,15559,22346],[9841,22391,36543],[9949,22917,36840],[10174,16043,23008],[10280,10336,23125],[10516,16422,30502],[10568,23227,37471],[10755,16818,31110],[10804,23953,37801],[11550,17716,24725],[11585,24770,38618],[11693,17625,31838],[12383,18661,32799],[12561,25982,39548],[12589,18958,26432],[12624,19003,33274],[12680,26518,39820],[12957,12966,26590],[13175,13257,26879],[14530,28378,41415],[14558,20990,21255],[14593,21300,35513],[14649,21076,35228],[15250,15332,29258],[15499,29874,42352],[15650,15659,29994],[16450,23379,30952],[16485,23424,37405],[17223,17309,31553],[17656,24432,38262],[17807,17816,24552],[18689,25510,25775],[18724,25820,39374],[19842,19851,34377],[20528,20648,34860],[21606,21692,28885],[22190,22199,29085],[25048,25168,32184],[25288,25297,32403],
     [2187,8743,14575,20905,28211,35216],[2511,15183,15475,22008,29205,36030],[3268,11313,17792,24467,31762,38358],[3675,12102,18706,25425,32516,32632],[4020,12606,12833,26347,33503,39808],[4344,13400,20185,27450,34497,40622],[4635,14184,21103,28048,35080,41126],[5111,9202,21709,28694,28810,28849],[5197,15095,22175,29000,35842,35954],[5637,15635,15905,29909,36764,42448],[5784,10191,16177,30212,30251,42708],[6044,16467,16694,30867,37518,37634],[6169,10848,24016,24041,31262,43464],[6277,10967,24114,24232,31405,38069],[6987,11830,25273,32215,32327,32350],[7579,18806,19186,33340,39672,44655],[7815,12942,19532,33670,33693,44944],[7859,7893,19595,26742,26834,40105],[8141,19827,20097,34292,40434,40546],[9085,9167,28633,28647,28765,35559]
   ]
cell #290 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [13627],[15678],[17835],[18916],[19870],[21213],[22218],[23337],[25733],[28015],
     [4230,19815,26989],[5355,22163,29368],[5915,16424,30561],[6634,24676,31871],[7041,18238,32467],[7177,12198,25598],[7293,18663,32858],[7907,13259,26939],[8299,27605,34660],[8473,20599,34954],[8839,21078,35256],[9330,14983,28967],[9537,15334,29318],[9780,9808,22406],[10163,30118,36873],[10176,16116,22931],[10298,16273,23127],[10570,23530,37469],[10706,16790,31040],[10822,23955,37860],[11031,17164,31543],[11086,17311,31581],[11201,24434,38246],[11524,11552,24785],[12563,26041,39546],[12591,19305,26073],[12929,26520,39848],[12959,19420,26655],[13420,19985,34259],[13749,13763,27660],[13914,20530,34844],[14303,14560,28469],[14532,28437,41413],[14868,21694,35773],[15623,22456,36545],[15652,22488,22738],[15793,29876,42336],[16452,23726,30593],[16820,16822,31175],[17446,17809,24867],[17780,24835,38620],[18045,25050,38705],[18434,18691,32890],[19005,19007,33307],[19844,27021,27271],[21302,21304,35546],[21829,22192,29400],[23426,23428,30675],[25233,25290,32436],[25822,25824,32972],
     [2198,8725,14248,20931,28125,35218],[2397,14813,14911,21547,28696,35735],[3286,11272,11315,24503,31673,38356],[3546,11832,18148,25119,32213,38815],[3686,12084,18379,25451,32518,32546],[4031,12815,19250,26373,33417,39810],[4637,8682,14107,28046,28081,41113],[4963,9169,21411,21497,28645,41507],[5215,15054,15097,29036,35840,35865],[5263,9524,21951,29150,29207,29209],[5655,15864,15907,29945,36675,42446],[5795,16159,23072,30277,36983,42710],[6055,16676,23671,30893,37520,37548],[6251,6279,17114,24112,24147,38056],[7581,12772,19109,33338,33373,44642],[7833,19491,19534,33729,39940,44942],[7870,13155,26744,26746,33902,40138],[8159,20056,20099,34328,40432,40457],[8207,13614,27393,34442,34499,34501],[10859,10870,31264,31266,31297,37974]
   ]
cell #291 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2371],[3509],[3660],[4784],[4958],[5178],[6029],[6246],[6592],[7036],[7728],[8122],[8468],[8625],[8677],[10121],[10323],[10565],[10998],[11310],[11827],[12558],[12715],[12767],[13113],[14215],[14527],[14780],[15092],[15590],[15902],[16059],[16419],[17747],[18346],[18658],[18974],[19217],[19529],[19782],[20094],[21073],[21271],[21637],[22130],[23039],[23395],[23638],[23950],[24368],[24405],[25791],[26515],[26713],[27079],[27572],[27839],[28023],[28901],[29458],[29810],[29847],[31233],[31416],[32158],[32260],[33131],[33315],[34193],[35370],[35608],[36350],[36418],[37262],[38493],[39231],[40200],[41100],[41944],[43597],[45664]
   ]
cell #292 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10304],[11354],[12204],[12996],[13755],[13836],[14262],[15021],[15136],[15946],[16075],[16796],[16857],[17266],[17368],[17967],[18009],[18202],[18266],[18393],[19073],[19264],[20023],[20138],[20267],[20691],[21370],[21469],[21653],[21751],[21793],[22558],[22562],[22660],[23494],[23558],[23685],[24099],[24296],[24613],[24937],[24941],[25014],[25373],[25890],[25936],[26133],[27095],[27193],[27235],[27807],[28230],[28332],[28529],[29474],[29541],[29738],[30055],[30456],[30815],[31479],[31663],[31889],[32086],[32753],[33099],[33522],[33839],[34916],[34944],[35338],[35671],[36665],[37088],[38346],[38777],[38805],[39930],[41797],[42436],[45326]
   ]
cell #293 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8371],[11213],[11297],[11730],[11783],[14201],[14734],[14995],[15048],[15079],[15805],[15889],[16222],[17240],[17574],[18173],[18300],[18332],[18515],[19203],[19516],[19997],[20050],[20081],[20414],[20518],[21007],[21623],[21772],[22532],[22866],[23025],[23465],[23592],[23624],[23807],[23937],[24317],[24422],[24911],[25038],[25332],[25861],[25960],[26220],[26449],[26783],[27065],[27214],[27558],[27928],[28356],[28616],[29444],[29759],[29796],[29864],[30353],[30480],[30774],[31365],[31740],[32107],[32144],[32777],[33057],[33220],[33648],[34993],[35296],[35459],[35932],[36367],[36742],[38124],[38442],[38854],[40524],[41008],[41575],[43997]
   ]
cell #294 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [13623],[15674],[17831],[18912],[19866],[21209],[22214],[23333],[25729],[28011],
     [3707,12180,25594],[4205,13293,26985],[5149,14979,28939],[5330,15368,29364],[5879,16420,30565],[6076,16772,31036],[6313,17160,31462],[6623,17626,31867],[7037,18242,32446],[7257,18659,32862],[7903,19783,26943],[8093,19981,34231],[8274,20370,34656],[8320,20447,27656],[8469,20603,34886],[8821,21074,35260],[9533,22131,29322],[9776,15591,22410],[9842,22452,36464],[10152,22918,36869],[10337,16255,23123],[10566,23534,37448],[10756,23837,31171],[10786,23951,37864],[11082,24369,31585],[11197,24406,38264],[11520,17748,24789],[11586,24831,38539],[12559,26045,39478],[12625,26119,33303],[12911,26516,39852],[12967,19416,26651],[13910,27840,34862],[14299,21257,21272],[14528,28441,41345],[14594,28515,35542],[14864,28887,28902],[15660,22484,22734],[15789,29848,42354],[16045,16060,16112],[16486,30639,30671],[17442,17817,24863],[18041,32186,32261],[18430,25777,25792],[18725,32936,32968],[18960,18975,19301],[19852,27017,27267],[21825,22200,29396],[23381,23396,23722],[25229,25298,32432],
     [2372,9203,14936,21543,28850,35654],[2512,9513,15184,22009,29146,36059],[3510,11828,18179,25123,32349,38747],[3661,12103,12134,25426,25447,38998],[4345,13603,20186,27451,34438,40651],[4785,8744,8775,20906,20927,35137],[4959,14781,21413,21501,35557,35610],[5179,15093,15113,28999,29040,41739],[6030,16695,16726,30868,30889,43088],[6170,17005,24017,24042,37938,37970],[6247,10999,17118,24149,31418,38067],[6593,11311,11331,24466,24507,38288],[7729,12834,12865,26348,26369,39729],[7894,13144,19596,26835,33807,40134],[8123,20095,20115,34291,34332,45268],[8626,8678,14111,28025,28083,41124],[10122,15903,15923,29908,29949,42378],[10216,10324,16178,30252,30273,42629],[12716,12768,19113,33317,33375,44653],[12973,13114,19530,33692,33733,44874]
   ]
cell #295 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3056],[4659],[4716],[4985],[5020],[6511],[6880],[7063],[7098],[7120],[7603],[7660],[8548],[8814],[9273],[9376],[9401],[10040],[10255],[10592],[10627],[10649],[10938],[11390],[11907],[12638],[12904],[13032],[13089],[13363],[13466],[13491],[13706],[14155],[14607],[14720],[15438],[15530],[15763],[15982],[16248],[16499],[16893],[16950],[17687],[17920],[18738],[18923],[19084],[19157],[19609],[19722],[19955],[20961],[21220],[21381],[22070],[22303],[22334],[22400],[22979],[23344],[24340],[24713],[24779],[25481],[25740],[25923],[26403],[26933],[27894],[28022],[28319],[28873],[29312],[30923],[31466],[31575],[32315],[34827],[35658]
   ]
cell #296 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10744,23868],[12613,26182],[14582,28578],[15528,29631],[16474,30702],[17685,31979],[18713,32999],[19720,34014],[22068,36171],[24338,38222],
     [2508,15172,21997],[3624,18286,25329],[4341,20174,27439],[4536,20711,27866],[5137,15010,28918],[5993,23578,30771],[6166,24005,24030],[6301,17255,31441],[6546,17453,31722],[6940,25240,32287],[7480,26153,33158],[7890,19584,26823],[8081,20012,34210],[8237,27510,27512],[8386,27819,34853],[8732,20875,35116],[8977,28549,35397],[9191,28819,35633],[9436,21836,35914],[9830,22547,36443],[9890,29780,29782],[10075,22745,36724],[10187,22977,30155],[10469,23301,37289],[11228,24385,38255],[11574,24926,38518],[11634,32128,32130],[11745,32177,32240],[12091,25395,38977],[12173,18519,32693],[12336,25697,39258],[12476,18838,33111],[12602,26401,33186],[12822,26317,39708],[12944,19447,33611],[13067,26662,39989],[13281,26911,40225],[13341,34163,34165],[13526,27278,40506],[14388,28272,41279],[14445,21135,35350],[14571,20959,35425],[15356,29290,41969],[15416,36320,36322],[15637,22797,36468],[15820,29827,42345],[16166,30221,42608],[16226,23212,37130],[16337,23259,37242],[16463,30921,37317],[16683,30837,43067],[16765,23811,37695],[16928,31139,43348],[17505,17794,38543],[17614,31825,43743],[18576,25655,39211],[18702,25479,39286],[19390,33564,44808],[19829,27330,40250],[20358,34582,45498],[20418,20440,40912],[20740,27969,41080],[20809,35084,45755],[21705,28871,41673],[21888,22177,41994],[22906,36827,46687],[24189,31409,43511],[25260,25275,44069],[26251,39676,48124],[28637,28722,46015]
   ]
cell #297 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3709],[5174],[6078],[6385],[7061],[8118],[8322],[8546],[9914],[10339],[10590],[10781],[10905],[11658],[12636],[12675],[12971],[13647],[14605],[14644],[15497],[15664],[15726],[16042],[16536],[17654],[17821],[17883],[18775],[18821],[18957],[19856],[19918],[20646],[21118],[21254],[22204],[22266],[22317],[23242],[23378],[24247],[24696],[25166],[25302],[25638],[25774],[25997],[26850],[27877],[27921],[28393],[28780],[28884],[29229],[29586],[31496],[31777],[31934],[32181],[32298],[32342],[33685],[34857],[35171],[35688],[35969],[36779],[36936],[38259],[38718],[39032],[39763],[40561],[41710],[42349],[43122],[43709],[45239],[46653],[48322]
   ]
cell #298 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10742,23861],[12611,26175],[14580,28571],[15523,29629],[16472,30695],[17680,31977],[18711,32992],[19715,34012],[22063,36169],[24333,38220],
     [2509,9486,21995],[3626,12020,25327],[4342,13576,27437],[4538,14039,27864],[5135,15003,28920],[5995,16612,30769],[6167,16978,24003],[6299,17248,31443],[6548,17517,31720],[6942,25272,32285],[7184,18521,32688],[7482,19041,33156],[7891,19582,19654],[8079,20005,34212],[8239,20287,27505],[8379,27821,34854],[8730,20939,35118],[8979,21338,35395],[9189,28851,35635],[9438,21900,35912],[9828,22540,36445],[9892,22582,29775],[10077,22809,36722],[10189,22953,22972],[10471,23296,37287],[10713,23813,37690],[11221,24387,38256],[11572,24919,38520],[11636,24961,32123],[11738,32178,32242],[12089,25459,38979],[12338,25692,39256],[12469,18839,33113],[12604,26095,26396],[12820,26381,39710],[12945,19440,26538],[13069,19459,39987],[13279,26912,40227],[13343,27115,34158],[13528,27342,40504],[13770,20420,40907],[14390,28267,41277],[14438,21136,35352],[14573,20954,28491],[15354,29291,41971],[15418,29494,36315],[15638,22790,29667],[15813,29829,42346],[16164,22957,42610],[16228,16280,37125],[16330,23260,37244],[16465,30615,30916],[16681,30901,43069],[16930,31134,43346],[17498,17795,32015],[17612,31826,43745],[18569,25656,39213],[18704,25474,32912],[19392,33559,44806],[19830,27323,34050],[20356,34583,45500],[20733,27970,41082],[20807,35085,45762],[21707,28866,35795],[21881,22178,36207],[22904,36828,46689],[24187,31410,43518],[25253,25276,38869],[26249,39677,48131],[28638,28720,41501]
   ]
cell #299 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2510],[3645],[4343],[4597],[5158],[6014],[6168],[6369],[7541],[7892],[8102],[8258],[8353],[9038],[9898],[9933],[10190],[10765],[11642],[11677],[12443],[12605],[12659],[12943],[13384],[14412],[14574],[14628],[15459],[15494],[15636],[16466],[16520],[17190],[17651],[17793],[18705],[18759],[18807],[19686],[19828],[20643],[21104],[21573],[21708],[22034],[22176],[22386],[23228],[24233],[24272],[24765],[25163],[25274],[25624],[25983],[27907],[28206],[28379],[28634],[28766],[28805],[30207],[31406],[31763],[32328],[32627],[33498],[33671],[35081],[35598],[35955],[36765],[37629],[38942],[39673],[40547],[41219],[43032],[44748],[46826]
   ]
cell #300 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5021],[6215],[6877],[7099],[8646],[8716],[8815],[9105],[9373],[10628],[11279],[11387],[12005],[12075],[12736],[12806],[12905],[13463],[14024],[14121],[14902],[15061],[15871],[15979],[16150],[16249],[16597],[16667],[17128],[18155],[19026],[19123],[19498],[19568],[19606],[19904],[20063],[20342],[21323],[21511],[22252],[22420],[22609],[22945],[23447],[23919],[23989],[24799],[24988],[25843],[26034],[26087],[26202],[26953],[27142],[28430],[28483],[28598],[29332],[29521],[29551],[29606],[30554],[30607],[31595],[31899],[31954],[32851],[32904],[33044],[33989],[34926],[35036],[35283],[35787],[36146],[38111],[38197],[38787],[40956],[41562]
   ]
cell #301 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10741,23860],[12610,26174],[14579,28570],[15522,29628],[16471,30694],[17679,31976],[18710,32991],[19714,34011],[22062,36168],[24332,38219],
     [2513,15169,21994],[3625,18252,25326],[4147,19581,26820],[4346,20171,27436],[4537,20613,27863],[5134,15002,28919],[5734,22971,30152],[5994,23544,30768],[6171,24002,24027],[6298,17247,31442],[6547,17485,31719],[6941,18084,32284],[7481,26055,33155],[7503,26395,33183],[7752,19439,33612],[8078,20004,34211],[8238,27478,27504],[8378,27795,27820],[8729,20907,35117],[8978,28451,35394],[9000,20953,35422],[9188,21523,35634],[9437,21868,35911],[9827,22539,36444],[9852,22789,36469],[9891,29716,29774],[10076,22777,36721],[10470,23295,37286],[10492,30915,37314],[11220,24386,31651],[11571,24918,38519],[11596,17497,38544],[11635,32064,32122],[11737,25002,32241],[12088,25427,38978],[12174,18520,32687],[12337,25691,39255],[12359,25473,39283],[12468,12471,33112],[12819,26349,39709],[13068,26694,39986],[13278,19746,40226],[13303,27322,40251],[13342,34099,34157],[13527,27310,40503],[14389,28266,41276],[14437,14440,35351],[14954,28865,41670],[15353,22094,41970],[15378,21880,41995],[15417,36256,36314],[15812,29828,36653],[16163,30253,42609],[16227,23213,37124],[16329,16332,37243],[16680,30869,43068],[16766,23812,37689],[16929,31133,43345],[17611,24639,43744],[18210,25252,44070],[18568,18571,39212],[19391,33558,44805],[20355,27536,45499],[20419,20441,40906],[20732,20735,41081],[20806,28092,45756],[21422,28719,46016],[22903,30081,46688],[24158,24186,43512],[26248,33384,48125]
   ]
cell #302 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8247,27498],[9922,29768],[11666,32116],[12483,33077],[13373,34151],[14452,35316],[15448,36308],[16344,37208],[18583,39177],[20747,41071],
     [2604,15516,29594],[3374,17673,31942],[4178,19708,26858],[4200,19758,19911],[4744,20947,35179],[5303,22056,29237],[5325,22106,22259],[5743,22965,36944],[5882,23289,23443],[6393,24326,31504],[6518,17512,38324],[6618,24651,24995],[7148,25467,39040],[7260,25685,25839],[7688,26389,39771],[8269,20349,27548],[8393,27785,34922],[8723,21029,28216],[8824,28260,28594],[9283,28859,35696],[9408,21895,41775],[9508,15179,29184],[10047,22804,42414],[10147,22616,30093],[10283,16258,37118],[10677,30909,43130],[10789,23915,31127],[10924,24152,31382],[11235,31641,31895],[11275,24601,31755],[11752,32206,38783],[11914,25267,44060],[12082,18322,32637],[12183,18783,32681],[12813,26471,33508],[12914,26198,33552],[13039,19454,39908],[13139,26830,33877],[13498,27337,45304],[13598,20181,34476],[13734,20450,40900],[14141,28086,35057],[14706,21416,35574],[14756,14909,28815],[15017,22044,35833],[15057,21781,35947],[15827,29547,36643],[15867,30043,36757],[16157,30217,30375],[16506,30709,47004],[16544,16775,37683],[16674,23614,37639],[16900,23875,43267],[17000,24037,38008],[17262,24282,38166],[17997,18151,32320],[18272,25616,38918],[18745,33006,48002],[19091,26189,44600],[19143,33378,39649],[19494,33663,33827],[19696,20019,40425],[20059,27223,40539],[20697,27899,41043],[21388,28585,45978],[22396,22554,42256],[23220,23564,43008],[24775,24933,43886],[25975,26139,44572],[28371,28535,45950]
   ]
cell #303 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8248,27496],[9923,29766],[11667,32114],[12484,33125],[13374,34149],[14453,35364],[15449,36306],[16345,37256],[18584,39225],[20748,41094],
     [2605,15514,29622],[2824,16259,30384],[3308,17513,38557],[3375,17671,31970],[4094,19455,33625],[4179,19706,34005],[4398,20451,34767],[4745,20945,35416],[5237,21896,42008],[5304,22054,36162],[5677,22805,36482],[5744,22963,30146],[5883,16353,30657],[5973,16776,31000],[6118,23876,37756],[6394,24324,38213],[7013,25268,44083],[7149,25465,39277],[7261,18592,32954],[7351,12184,25558],[7553,26190,39537],[7689,26387,33177],[7920,20020,34224],[7956,13244,27088],[8181,27338,40264],[8394,27833,41018],[8825,21038,35528],[9050,28586,41404],[9154,14881,21646],[9284,28857,41664],[9509,15199,21988],[9550,15018,28932],[9586,15319,29467],[9793,22555,36457],[10347,23562,30786],[10542,30710,42896],[10678,30907,37308],[10790,23884,31157],[10922,17057,24180],[11099,17263,31455],[11236,24399,38452],[11417,17605,32167],[11537,24934,38532],[11753,32254,44007],[11761,18120,25215],[12054,18355,18447],[12214,18270,25344],[12409,33007,44393],[12492,26137,33232],[12915,26480,33289],[13140,19636,26814],[13599,20201,27430],[13676,20321,27581],[13989,20695,27940],[14139,20800,20824],[14224,14316,14344],[14461,28533,35471],[14704,21440,28713],[15026,21811,21904],[15828,29841,36377],[16009,22897,29819],[16129,23048,23168],[16646,23647,23739],[17001,24057,31334],[17428,17521,17552],[19141,26242,26266],[19226,19318,19346],[19463,26637,26761],[20028,27253,27346],[22720,22813,22844]
   ]
cell #304 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8252,27494],[9927,29764],[11671,32112],[12486,33075],[13378,34147],[14455,35314],[15453,36304],[16347,37206],[18586,39175],[20750,41069],
     [2609,15512,29566],[3379,17669,31914],[4183,19704,33949],[4749,20943,35151],[5308,22052,36106],[5748,22961,36916],[5799,16263,37114],[5887,23285,30655],[6398,24322,38185],[6566,17515,38322],[7153,25463,39012],[7265,25681,32952],[7693,26385,39743],[7788,19457,39906],[7960,19761,27090],[8303,20455,40896],[8396,27783,41016],[8829,28256,35526],[9288,28855,41636],[9456,21898,41773],[9590,22109,29469],[10095,22807,42412],[10550,16780,37679],[10682,30905,43102],[10777,23878,43265],[10794,31123,31155],[10920,24122,24124],[11238,31639,38450],[11421,24654,32169],[11755,32204,44005],[11940,25270,44058],[12188,12417,32677],[12671,26192,44598],[12919,33287,33548],[13185,20022,40423],[13546,27340,45302],[13680,27551,27583],[14137,28056,28058],[14226,21000,21032],[14640,28588,45976],[14702,28655,28657],[14759,21616,21648],[15020,15260,35831],[15203,15205,29187],[15569,22557,42254],[15830,36375,36641],[16013,29821,30096],[16290,23560,37479],[16532,30712,47002],[17233,17265,38164],[17426,24565,24597],[17726,24936,43884],[17993,25181,25213],[18268,18529,32477],[18325,18357,25520],[18771,33009,48000],[18864,26135,39556],[19139,33348,33350],[19228,26442,26474],[19640,19642,33880],[20205,20207,34479],[20661,20693,34964],[21161,28531,41423],[21777,21809,29098],[22718,30007,30039],[23018,23050,30378],[23617,23649,30962],[24061,24063,38011],[26603,26635,33823],[27219,27251,34390]
   ]
cell #305 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8231,27495],[9884,29765],[11628,32113],[12482,33124],[13335,34148],[14451,35363],[15410,36305],[16343,37255],[18582,39224],[20746,41093],
     [2823,16220,30383],[4078,19453,33624],[4397,20412,34766],[5476,15513,36428],[5517,22803,36481],[5727,22962,36891],[5972,23805,30999],[6102,23874,37755],[6720,17670,38503],[6761,17511,38556],[7350,18513,25557],[7496,26386,39508],[7519,26188,39536],[7918,27212,34223],[7980,19705,40210],[8021,27336,40263],[8993,20944,41375],[9016,28584,41403],[9548,21770,28931],[9610,22053,41954],[9651,21894,42007],[9791,29757,36456],[10346,30778,30785],[10463,16352,37355],[10485,30906,42867],[10508,30708,42895],[11097,24315,31454],[11165,24323,43607],[11535,32105,38531],[11959,25266,44082],[12213,25336,25343],[12330,18591,39324],[12352,25464,44364],[12375,33005,44392],[12491,33224,33231],[13106,26807,26812],[13237,13242,34140],[13855,27832,45694],[13988,27932,27939],[14314,20904,21033],[14382,21037,41469],[14460,35463,35470],[14760,14879,28848],[14947,28856,46111],[15224,21981,21986],[15312,15317,36297],[16127,30250,30379],[16922,23883,37827],[16967,31327,31332],[17049,17056,31426],[17387,24398,43772],[17520,24470,24595],[17598,17603,38681],[17986,32253,47718],[17991,18119,32353],[18326,18445,25424],[19316,26346,26475],[19384,26479,39602],[19462,33696,33821],[20226,27423,27428],[20314,20319,34633],[20816,20823,28033],[21432,21439,35618],[21775,21903,29003],[22679,29840,42142],[22812,29912,30037],[22890,22895,36606],[23618,23737,30866],[26258,26265,33325],[27217,27345,34295]
   ]
cell #306 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8226,27499],[9879,29769],[11623,32117],[12477,33126],[13330,34152],[14446,35365],[15405,36309],[16338,37257],[18577,39226],[20741,41095],
     [2828,16215,30414],[3719,18452,18508],[4079,19448,33626],[4402,20407,27678],[5152,21727,21737],[5518,22798,36483],[5722,22966,36887],[6088,23744,23800],[6103,23869,31073],[6316,24209,24219],[6762,17506,38558],[7031,18273,25307],[7491,26390,39504],[7520,26183,33206],[8022,27331,40265],[8096,27169,27179],[8463,20698,27844],[8747,21034,28153],[8988,20948,41371],[9017,28579,35445],[9206,14761,28752],[9652,21889,42009],[9809,15517,36424],[9845,29651,29661],[10480,30910,42863],[10509,30703,37337],[10560,23565,30749],[10925,24139,31422],[11305,24593,31700],[11553,17674,38499],[11589,31999,32009],[11822,17989,32265],[11960,25261,44084],[12106,18327,32574],[12347,25468,44360],[12376,33000,39306],[12553,26140,33136],[12837,26476,33445],[13107,26838,33871],[13260,19709,40206],[13296,19752,34044],[14142,28029,28073],[14522,28536,35375],[14707,21403,35614],[14942,28860,46107],[15087,21773,35892],[15187,15225,29178],[15335,22057,41950],[15371,22100,36201],[15897,30035,36702],[16181,30380,37011],[16414,16425,37267],[16698,23619,37576],[16968,24045,38002],[17312,24327,43603],[17629,24645,38435],[17953,32255,47702],[18653,18664,39236],[19144,33321,33365],[19524,33819,39967],[20089,27215,40484],[20189,20227,34470],[20373,27542,40793],[20558,27834,45678],[21068,21079,41257],[22921,30087,42525],[23945,23956,43326],[24400,24462,43623],[26510,26521,44786],[29842,29904,46567]
   ]
cell #307 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [2830],[3311],[3721],[4097],[4404],[4740],[5155],[5240],[5680],[5739],[6090],[6121],[6319],[6435],[7016],[7029],[7144],[7556],[7684],[8099],[8184],[8243],[8444],[8461],[9053],[9279],[9325],[9848],[9918],[9964],[10545],[10558],[10673],[10892],[11026],[11592],[11662],[11713],[11803],[12412],[12444],[12551],[13369],[13415],[13877],[14243],[14413],[14520],[14808],[15444],[15484],[15618],[16305],[17191],[17409],[17641],[17775],[18008],[18374],[18544],[18879],[19245],[20633],[20676],[21176],[21574],[21792],[22701],[23067],[23666],[24580],[24612],[25153],[25196],[26618],[27234],[29113],[30022],[30054],[33838],[34405]
   ]
cell #308 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5269],[7080],[7887],[8213],[8565],[8774],[9343],[10215],[10609],[10876],[11103],[11332],[12133],[12655],[12864],[12974],[13433],[13666],[13809],[14112],[14624],[14935],[15114],[15695],[15745],[15924],[16725],[16835],[17119],[17852],[17902],[18180],[18243],[18811],[19051],[19114],[19937],[20116],[20604],[21108],[21348],[21414],[21502],[22285],[22323],[23472],[23535],[24150],[24237],[24508],[24702],[25124],[25868],[26046],[26856],[27883],[28084],[28442],[28683],[28770],[29041],[29235],[29592],[29950],[31502],[31940],[32304],[32505],[33376],[33734],[34333],[35177],[35205],[35694],[36942],[37507],[39038],[39769],[39797],[42697],[43128]
   ]
cell #309 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10770,23825],[12664,26107],[14633,28503],[15598,29568],[16525,30627],[17755,31916],[18764,32924],[19790,33951],[22138,36108],[24376,38187],
     [2876,16516,23371],[3761,18755,25767],[3839,18900,25987],[4194,19887,26973],[4793,21398,28310],[4837,21197,28383],[5319,22235,29352],[5863,23232,23321],[6130,16910,31209],[6528,17480,31782],[6559,24851,31767],[6612,24971,31855],[7197,18465,32731],[7241,25628,25717],[7737,19101,33602],[7781,19404,33675],[8263,20325,34644],[8574,27911,27999],[8633,28331,35066],[8699,20915,35164],[8713,21279,35153],[9418,21863,35974],[9449,29384,35959],[9502,22294,36047],[10057,22772,36784],[10088,22472,36769],[10141,22592,36857],[10332,30343,30427],[10726,23757,37733],[11006,31391,31478],[11185,24449,38238],[11924,18079,32347],[11933,32332,32420],[11992,25643,38927],[12058,25435,39025],[12072,25799,39014],[12723,25935,39658],[12789,26357,39756],[12803,18982,39745],[13049,26689,33690],[13080,13133,33795],[13508,27305,40566],[13539,27005,40551],[13592,19946,40639],[13783,27691,34726],[13898,20545,34836],[13948,27926,41052],[14788,35583,35670],[14885,21531,35681],[14899,28909,41638],[14967,29222,41689],[15777,29891,42328],[16067,16147,36918],[16133,30261,36929],[16584,23247,43017],[16650,30877,43115],[16664,23403,43104],[16941,16994,37926],[17148,31489,43567],[17940,18029,38697],[18950,26002,44581],[19901,27055,45167],[19969,26843,45218],[20259,20339,40700],[21247,28398,45959],[22249,29434,46411],[22440,29579,46511],[22522,22606,42277],[24819,31927,47636],[24901,24985,43907]
   ]
cell #310 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3525],[5004],[5194],[6608],[6821],[7082],[8138],[8405],[8798],[9317],[10137],[10611],[11018],[11193],[11247],[12888],[13129],[13407],[13906],[14235],[14800],[15610],[15785],[15839],[16232],[17438],[17767],[18037],[18366],[18908],[19237],[19412],[19802],[21205],[21821],[22150],[22480],[22730],[23059],[23329],[23658],[24663],[24859],[25225],[25725],[26647],[27013],[27263],[27592],[28007],[28042],[29392],[30105],[30301],[30667],[31167],[31435],[31607],[32428],[32964],[33299],[33334],[34684],[34866],[35538],[35627],[36437],[36609],[37430],[38512],[38727],[39399],[39458],[40219],[41325],[41963],[42817],[43616],[44314],[45731],[47429]
   ]
cell #311 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10745,23826],[12614,26108],[14583,28504],[15592,29623],[16475,30628],[17749,31971],[18714,32925],[19784,34006],[22132,36163],[24370,38214],
     [2878,10474,23365],[3763,12341,25761],[4192,13275,26974],[4795,14393,28304],[5317,15350,29353],[5838,16295,23322],[6132,16933,31203],[6551,17474,31723],[6610,17608,31856],[6945,18073,32288],[7199,25543,32725],[7216,18534,25718],[7421,18869,18901],[7739,19395,33596],[8261,20352,34645],[8524,20666,28000],[8627,20801,35067],[8726,20916,35113],[8918,21166,21198],[9185,21532,35630],[9441,21857,35915],[9500,21998,36048],[10080,22766,36725],[10139,22900,36858],[10334,30337,37162],[10728,30985,37727],[11000,24181,31392],[11186,17399,38236],[11366,24570,24852],[11703,18030,38695],[11883,25186,32421],[11986,25330,38928],[12085,25436,38974],[12717,26243,39659],[12816,26358,39705],[13008,19405,26608],[13072,26683,39990],[13131,19585,33796],[13531,27299,40507],[13590,27440,40640],[13785,34720,34752],[13867,13899,34834],[13942,27867,41053],[14217,21273,28115],[14782,28714,35584],[14968,28915,41687],[15148,29103,29385],[15778,22691,42326],[15958,22473,30012],[16061,23041,36973],[16160,30262,42605],[16578,30772,43018],[16677,30878,43064],[16992,24006,37927],[17149,31438,43565],[18348,25793,32536],[18944,33159,44582],[18976,19219,33407],[19970,34207,45216],[20150,27006,34395],[20253,27574,40755],[21241,35398,45960],[21639,28903,35725],[22441,36440,46509],[22516,29812,42304],[23397,23640,37538],[24820,38515,47634],[24895,32160,43934],[27049,27081,40317],[29428,29460,42061]
   ]
cell #312 :
  |C| = 81
  W-rep = phi[81,6]
  special rep = phi[81,6] , dim = 81
  orbit = A4
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4141],[4756],[5276],[5755],[6165],[6552],[7081],[7160],[7700],[7774],[8220],[8259],[8566],[8620],[9295],[9342],[9442],[9934],[10081],[10610],[10689],[10763],[10993],[11102],[11678],[11926],[11979],[12656],[12657],[12710],[13385],[13432],[13532],[13808],[13935],[14625],[14626],[14682],[14775],[15460],[15492],[15694],[16518],[16571],[17092],[17467],[17649],[17851],[18066],[18757],[18810],[18937],[19684],[20641],[20859],[21107],[21234],[21475],[21850],[22032],[22384],[22759],[24236],[24270],[24763],[25161],[25379],[26301],[26676],[27292],[28204],[28236],[28769],[28803],[30205],[30821],[32625],[33496],[33528],[37094],[37627]
   ]
cell #313 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10746,23824],[12615,26106],[14584,28502],[15593,29567],[16476,30626],[17750,31915],[18715,32923],[19785,33950],[22133,36107],[24371,38186],
     [2879,16517,23366],[3764,18756,25762],[4193,19886,26972],[4796,21399,28305],[5318,22234,29351],[5839,23231,23320],[6133,16911,31204],[6529,17475,31724],[6611,24970,31854],[7200,25544,32726],[7217,25627,25716],[7422,18899,25986],[7740,19102,33597],[8262,20324,34643],[8525,27910,27998],[8628,28330,35065],[8698,20914,35114],[8919,21196,28382],[9419,21858,35916],[9501,21999,36046],[10058,22767,36726],[10140,22591,36856],[10335,30338,37163],[10729,30986,37728],[11001,31390,31477],[11184,24448,38239],[11367,24850,31766],[11884,32331,32419],[11925,18074,32289],[11987,25331,38926],[12057,25434,38975],[12718,25934,39657],[12788,26356,39706],[13009,19403,33674],[13050,26684,39991],[13132,19586,33794],[13509,27300,40508],[13591,27441,40638],[13786,34721,34753],[13897,20544,34837],[13943,27868,41051],[14218,21274,35152],[14783,35582,35669],[14884,21530,35631],[14966,28916,41690],[15149,29383,35958],[15776,29890,42329],[15959,22471,36768],[16062,23042,36917],[16132,30260,42606],[16579,30773,43016],[16649,30876,43065],[16993,24007,37925],[17147,31439,43568],[17939,18028,38698],[18349,25794,39013],[18945,33160,44580],[18977,19220,39744],[19968,34208,45219],[20151,27004,40550],[20254,27575,40699],[21242,35399,45958],[21640,28904,41637],[22439,36441,46512],[22517,29813,42276],[23398,23641,43103],[24818,38516,47637],[24896,32161,43906],[27050,27082,45166],[29429,29461,46410]
   ]
cell #314 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [17482],[18081],[18493],[20508],[20908],[21524],[21865],[22774],[23186],[23785],[24412],[25028],[25428],[26350],[26691],[27307],[27719],[29854],[30254],[30870],
     [7395,25950],[7862,26798],[8766,28182],[8892,28346],[9516,21972],[10207,30183],[10384,30470],[10418,23373],[10851,31318],[11340,31730],[11994,25357],[12125,32603],[12251,32767],[12285,25769],[12856,33474],[12982,33638],[13228,26966],[13606,27414],[13658,34566],[13950,27953],[14057,34983],[14362,28312],[14927,35761],[14960,28945],[15122,35922],[15303,29345],[15737,36571],[15932,36732],[16586,30799],[16717,37605],[16877,31211],[17070,38086],[17141,31521],[17589,31848],[17894,38646],[18188,38844],[18952,33245],[19364,33604],[19929,40353],[19962,34237],[20124,40514],[20305,34637],[20837,35045],[21249,35484],[21453,41537],[22277,42097],[22433,36523],[22881,36850],[24812,38598],[26279,39637],
     [2984,16843,37769],[3920,19059,39575],[4918,21356,41442],[5434,22362,42176],[5944,23480,42934],[6678,24741,43806],[7322,25876,44431],[7938,26895,45066],[9568,29274,46310],[11145,31569,47483]
   ]
cell #315 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [17483],[18082],[18494],[20515],[20911],[21527],[21866],[22775],[23187],[23786],[24419],[25035],[25431],[26353],[26692],[27308],[27720],[29861],[30257],[30873],
     [7390,25957],[7863,26793],[8767,28179],[8887,28353],[9517,21967],[10208,30180],[10379,30477],[10419,23374],[10852,31313],[11335,31737],[11995,25354],[12126,32600],[12246,32774],[12286,25770],[12857,33471],[12977,33645],[13223,26969],[13607,27409],[13659,34563],[13951,27950],[14052,34990],[14363,28313],[14928,35758],[14963,28952],[15117,35929],[15298,29348],[15738,36568],[15927,36739],[16587,30796],[16718,37602],[16878,31212],[17067,38089],[17144,31528],[17584,31851],[17895,38643],[18183,38851],[18953,33242],[19365,33605],[19930,40350],[19965,34244],[20119,40521],[20300,34640],[20834,35048],[21250,35481],[21450,41540],[22278,42094],[22436,36530],[22876,36853],[24815,38605],[26276,39640],
     [2985,16838,37776],[3921,19054,39582],[4919,21351,41449],[5435,22359,42179],[5945,23475,42941],[6679,24738,43809],[7323,25871,44438],[7939,26892,45069],[9569,29271,46313],[11146,31566,47486]
   ]
cell #316 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [17484],[18083],[18497],[20509],[20909],[21525],[21867],[22776],[23190],[23789],[24413],[25029],[25429],[26351],[26693],[27309],[27723],[29855],[30255],[30871],
     [7391,25951],[7864,26794],[8770,28180],[8888,28347],[9518,21968],[10211,30181],[10380,30471],[10422,23375],[10853,31314],[11336,31731],[11996,25355],[12129,32601],[12247,32768],[12289,25771],[12860,33472],[12978,33639],[13224,26967],[13608,27410],[13662,34564],[13952,27951],[14053,34984],[14366,28314],[14931,35759],[14961,28946],[15118,35923],[15299,29346],[15741,36569],[15928,36733],[16588,30797],[16721,37603],[16881,31213],[17068,38087],[17142,31522],[17585,31849],[17898,38644],[18184,38845],[18954,33243],[19368,33606],[19933,40351],[19963,34238],[20120,40515],[20301,34638],[20835,35046],[21251,35482],[21451,41538],[22281,42095],[22434,36524],[22877,36851],[24813,38599],[26277,39638],
     [2986,16839,37770],[3922,19055,39576],[4920,21352,41443],[5438,22360,42177],[5946,23476,42935],[6682,24739,43807],[7324,25872,44432],[7942,26893,45067],[9572,29272,46311],[11149,31567,47484]
   ]
cell #317 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16840],[19056],[21353],[22361],[23477],[24740],[25873],[26894],[29273],[31568],
     [5257,21969,29509],[7077,25356,32759],[7392,18849,25953],[8201,27130,27411],[8562,27952,34950],[8889,21146,28349],[9348,28948,36075],[10381,23270,30473],[10423,16513,30517],[10606,30462,30798],[10864,23977,31315],[11108,31524,38132],[11337,24550,24845],[12248,25666,32770],[12290,18752,32814],[12652,33105,33244],[12979,19398,26588],[13149,19556,26795],[13225,19892,33969],[13438,33918,34240],[13663,27569,34565],[14054,27980,34986],[14212,21283,28181],[14367,21395,35243],[14621,35344,35483],[15119,29083,29378],[15300,22240,36126],[15700,36400,36526],[15742,29807,36570],[15929,22466,29992],[16071,23036,30182],[16882,16907,37816],[17069,31485,38073],[17586,24976,38388],[17857,38475,38601],[17899,32155,38645],[18185,32401,32414],[18343,25803,32602],[18986,19214,33473],[19098,19369,39835],[19934,27076,40352],[20121,26999,34375],[20302,20330,40718],[20836,28338,41130],[21452,35563,35677],[21634,28913,35760],[22282,29455,42096],[22597,22878,42478],[23407,23635,37604],[25942,26278,44659],
     [4448,13847,20511,34859,34910,40973],[6458,17379,24415,31883,38261,43636],[6525,11404,17516,24874,31808,38352],[6852,17978,25031,32183,38688,38771],[6894,11921,25075,25271,32443,38811],[7182,7183,18498,25538,25915,39104],[8704,14325,20941,28463,35199,41189],[9135,14890,28677,28853,35767,41583],[9390,9415,21899,28992,29407,41803],[9987,22671,29535,29857,42351,46580],[10054,15996,22495,22808,36810,42442],[10711,10712,23519,23790,30980,43194],[12035,12063,25461,32499,32884,44178],[12794,19327,26067,26383,39791,44718],[13046,19427,19458,19623,39936,40075],[13480,13505,27028,27341,34284,45332],[13768,13769,20397,27724,34747,45625],[16138,22925,22959,23149,42565,42691],[16205,16278,16279,23191,37157,42735],[16627,16655,30587,30903,37501,47122]
   ]
cell #318 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [6100,23853],[7517,26167],[9014,28563],[9762,29569],[10506,30687],[11506,31917],[12373,32984],[13213,33952],[15288,36109],[17293,38188],
     [3881,12461,33071],[4076,19432,39902],[4130,13104,33855],[4879,14430,35310],[5515,22782,42408],[5731,16098,36919],[5905,16322,37202],[6154,16965,37986],[6759,17490,38318],[7283,18561,39171],[7500,19287,39746],[8001,19736,34114],[8019,27315,45298],[8068,20224,34454],[8235,20290,40701],[8598,20725,41065],[8997,14285,35154],[9631,22084,36271],[9649,21873,41769],[9698,15222,29162],[9888,22585,42278],[10369,23586,37484],[10421,16375,30681],[10489,23708,43105],[10946,24127,43548],[11440,24629,38655],[11632,24964,43908],[11957,25245,44054],[12236,18294,32482],[12288,18614,32978],[12356,18416,39015],[12514,26161,39561],[13160,27186,34245],[13339,27118,45168],[13721,27526,34607],[13829,20516,27779],[14011,20719,34969],[14163,28061,41290],[14365,21060,35552],[14483,28557,41428],[14728,28660,46052],[14951,21676,41639],[15235,21744,28953],[15414,29497,46412],[15544,29731,36531],[16032,30071,36580],[16224,23189,30406],[16880,23906,31181],[17208,24289,31529],[17361,24420,31635],[17452,17543,24623],[17701,32079,38606],[17960,25036,32200],[18019,18142,25239],[18496,18517,25580],[19165,33353,39423],[19367,26502,33313],[19485,26661,33849],[20416,27722,34789],[20878,20975,28223],[21462,21591,28822],[21803,21835,21926],[22653,29862,36637],[22744,22835,30065],[22993,30224,37081],[23788,23809,31022],[25366,25398,25495],[26320,26417,33515],[27245,27277,27368],[30808,30840,30937]
   ]
cell #319 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20273],[22568],[24947],[26028],[27101],[28424],[29480],[30548],[32845],[35030],
     [7181,18482,33020],[7966,19908,34041],[9364,21734,36092],[9596,22256,36198],[9745,22421,29614],[10407,23448,37272],[10710,23774,30723],[11124,24216,38149],[11427,24992,38432],[11489,24800,31962],[12006,25312,39146],[12274,25844,39241],[13196,26954,33997],[13454,27176,33935],[13686,20346,40790],[13767,27625,27708],[14025,27849,41022],[14268,28466,28484],[14351,28599,41262],[15271,29333,36154],[15716,29658,36417],[16019,22613,42522],[16081,22928,22946],[16277,23092,23175],[16598,30754,37177],[16856,31080,31166],[16866,23920,43331],[17276,31596,38205],[17351,31900,43640],[17437,24873,32037],[17873,32006,38492],[18399,32887,32905],[19027,33141,39443],[19072,33213,33298],[19270,26070,26088],[19353,26203,44791],[19426,26560,26646],[20586,34927,40977],[21324,35380,41310],[21369,35452,35537],[21659,35770,35788],[21820,29406,36229],[22494,22729,29689],[22643,29552,46584],[23493,30666,37344],[23691,30590,30608],[25106,38692,38788],[25224,32442,38891],[25889,32963,39313],[27027,27262,34072],
     [5022,14906,21680,28749,35798,41600],[5259,9489,15209,29141,29525,41883],[6216,17129,24172,31402,38113,43515],[6878,18156,25242,32270,38867,44011],[7100,12079,18420,32571,32915,44195],[8203,13579,20211,27146,34433,45412],[8647,14122,20792,35077,35285,45759],[8720,8816,14289,28150,28494,41206],[9106,21512,28630,28705,41498,41564],[9374,15062,21870,35897,36205,46189],[10629,16671,23712,30618,37573,47139],[10866,16981,23993,24067,37965,43403],[11280,11388,17487,31705,32013,43685],[12737,19124,26234,33046,39669,48128],[12810,12906,19291,26098,33442,44735],[13151,19572,19646,19657,40044,40129],[13464,20064,27312,34048,40489,48558],[15872,15980,22779,29665,36707,46629],[16102,16154,16250,22956,37008,42582],[19429,19499,19607,26536,39972,44839]
   ]
cell #320 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16811],[18996],[21293],[22418],[23417],[24797],[25813],[26951],[29330],[31593],
     [5256,15193,29198],[5893,16434,30573],[7051,18250,32465],[7271,18673,32870],[7950,19804,34027],[8200,20195,34490],[8483,20611,34905],[8835,21088,35268],[9319,21720,35802],[9580,22152,36184],[10352,23331,30534],[10580,23542,37467],[10800,23965,37872],[10863,24051,31255],[11020,24202,38095],[11411,24665,38418],[12219,25727,32831],[12497,18910,26014],[12573,26053,39497],[12925,26530,39860],[13148,19630,26735],[13409,27162,40394],[13637,27476,34622],[13670,27594,40776],[13994,28009,35016],[14119,28044,41132],[14466,21207,28410],[14542,28449,41364],[15612,29644,42185],[15688,29714,36595],[16003,30107,42508],[16070,22943,30239],[17126,31437,38075],[17526,24847,24861],[17769,31992,43815],[17845,32062,38670],[18125,32416,32430],[18985,26085,26335],[19121,33336,44661],[19400,19414,19468],[19880,34097,34129],[20893,21282,28481],[21509,35565,35629],[21909,29380,29394],[22228,36254,36286],[22468,22482,22818],[23406,30605,30855],[25413,25802,32902],[27001,27015,27351],[28837,28912,35785],
     [3524,11842,18205,25131,32411,38766],[3711,12169,12194,25608,32659,39129],[5006,14802,21652,28735,35736,41546],[5193,15107,15139,29048,29093,41758],[6080,16761,16786,31050,37661,43219],[6607,11325,11357,24515,24560,38307],[6823,18039,25009,25092,38686,38730],[7084,18368,18392,32557,32578,44141],[8137,20109,20141,34340,34385,45287],[8324,20436,20461,27670,40846,40878],[8407,13908,20572,27802,34869,40971],[8800,14237,14261,28136,28157,41152],[10136,15917,15949,29957,30002,42397],[10341,16269,23137,23208,37064,42760],[10613,23660,23684,37559,37580,47085],[11195,11249,17337,31610,31658,43634],[12890,19239,19263,33428,33449,44681],[12999,13128,19544,26598,33741,44893],[15787,15841,22629,36612,36660,46578],[16074,16234,23061,30158,36994,46759]
   ]
cell #321 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13649,34547],[15728,36552],[17885,38627],[18853,39435],[19920,40334],[21150,41302],[22268,42078],[23274,42794],[25670,44291],[27984,45726],
     [5425,22343,36406],[6669,24722,38481],[7929,26876,33924],[7964,26926,27091],[8757,28163,41195],[9559,29255,36081],[9594,29305,29470],[10198,30164,42571],[10409,30499,30653],[11136,31550,38138],[11287,24554,43677],[11425,31840,32170],[12116,32584,44184],[12276,32796,32950],[12847,33455,44724],[13684,27584,34597],[13851,34843,41014],[14227,28245,35188],[14353,35225,35524],[14918,35742,41589],[15069,29087,46181],[15207,21947,36032],[15879,29996,46621],[16017,29822,36842],[16191,23177,42717],[16708,37586,47128],[16868,31153,37798],[17051,31404,38057],[17383,38245,38448],[17424,31790,38333],[17982,38704,44003],[18163,32405,47750],[18358,25388,39049],[18484,25901,39086],[19229,33537,39780],[19355,33285,39817],[19506,26592,44831],[19644,33898,40107],[20071,34379,48550],[20209,27389,40624],[20383,27710,45607],[20818,35079,41114],[21434,28632,41508],[21484,21649,35705],[21766,29246,41696],[21807,28974,41784],[22675,36373,42335],[22716,36792,42423],[23051,36953,37103],[23455,37407,49583],[23505,23776,43176],[23650,30830,43139],[23927,31112,47235],[24065,31293,43466],[24311,31513,43574],[25057,25211,38792],[25338,32740,44103],[25851,39376,50153],[26210,33276,48095],[26260,39671,44643],[26633,39917,40057],[26867,27208,45225],[27249,34266,45313],[27934,34931,45710],[28606,35515,48980],[29603,29753,46518],[30443,30780,47047],[31951,32101,47643],[33086,33226,48079],[35325,35465,48964]
   ]
cell #322 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [20937],[21553],[21983],[24120],[24500],[25116],[25457],[26379],[26809],[27425],[28054],[28653],[29033],[29942],[30283],[30899],[31329],[33346],[33726],[34325],
     [9741,29562],[10302,30385],[11351,31744],[11485,31910],[12202,25559],[12993,33652],[13192,33945],[13239,26995],[13753,34768],[14264,35147],[14989,28959],[15133,35936],[15267,36102],[15314,29374],[15943,36746],[16077,36912],[16354,30558],[16794,31001],[16854,37783],[17170,31535],[17272,38181],[17600,31877],[18199,38858],[18235,32475],[18395,39008],[18593,32855],[19070,39589],[19266,39739],[19991,34251],[20135,40528],[20316,34666],[20522,40988],[20596,34962],[21039,35253],[21367,41456],[21655,41632],[22462,36537],[22892,36879],[23491,42948],[23527,37477],[23687,43098],[23885,37857],[24426,38233],[24841,38612],[25042,43977],[25887,44445],[26038,39554],[26481,39845],[28434,41421],[29868,42323],
     [4356,20269,40694],[5529,22564,42271],[6773,24943,43901],[7406,25964,44517],[8033,27097,45161],[8903,28360,45895],[9663,29476,46405],[10395,30484,46921],[12262,32781,47919],[14068,34997,48855]
   ]
cell #323 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10769,31094],[12663,33258],[14632,35497],[15534,36391],[16524,37389],[17691,38466],[18763,39358],[19726,40173],[22074,41917],[24344,43592],
     [3838,18835,33096],[4836,21132,35335],[5862,23256,30453],[5888,23307,23468],[6558,24536,38343],[7240,25652,32750],[7266,25703,25864],[7780,26574,39927],[7954,26908,27064],[8573,27966,34941],[8712,20965,41180],[8830,28278,28619],[9448,29069,41794],[9584,29287,29443],[10087,29978,42433],[10795,23940,31145],[10942,31389,38123],[11300,24619,31781],[11415,31822,32143],[11932,32387,38802],[12071,25485,44169],[12189,18464,32699],[12802,26407,44709],[12920,26223,33570],[13079,19634,40089],[13538,34361,45323],[13674,27557,34579],[13833,27804,34838],[14159,35064,35295],[14200,28227,35165],[14724,35581,41574],[14898,28877,46096],[15082,21799,35973],[15197,22293,36014],[15892,30061,36783],[16007,29795,36824],[16146,22983,42556],[16264,30426,37136],[16663,30927,47113],[16781,23756,37701],[16940,24055,43448],[17365,31660,38240],[17964,25011,38699],[18015,18176,32346],[18290,25642,38925],[18331,25370,39026],[19161,33056,39656],[19202,33519,39757],[19519,33689,33845],[19900,34169,48465],[19945,20199,40606],[20084,27241,40565],[20338,27516,45446],[20456,27690,40918],[20715,27925,41050],[21466,21622,35682],[21748,29223,41691],[22248,36326,49235],[22605,29786,46536],[22657,36662,42330],[23024,36930,37085],[23246,23582,43015],[23623,30812,43116],[24293,31490,43569],[24984,32134,47661],[26001,26157,44579],[26844,27190,45220],[28397,28553,45957],[29580,29735,46513],[31928,32083,47638]
   ]
cell #324 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [28154],[28753],[29179],[31381],[31699],[32264],[32575],[33446],[33872],[34471],[35056],[35573],[35891],[36701],[37012],[37577],[38003],[39648],[39966],[40483],
     [15515,36383],[16216,37117],[17507,38323],[17672,38458],[18509,32680],[19449,39907],[19707,40165],[19753,34045],[20408,40899],[20946,41172],[21738,35832],[21890,41774],[22055,41909],[22101,36202],[22799,42413],[22964,42548],[23288,37266],[23801,37682],[23870,43266],[24220,38165],[24325,43584],[24646,38436],[25262,44059],[25306,38917],[25466,44161],[25684,39235],[26184,44599],[26388,44701],[27180,40424],[27332,45303],[27543,40794],[27784,45677],[27843,41042],[28259,41256],[28580,45977],[28858,46088],[29662,42255],[30088,42526],[30704,47003],[30748,43007],[30908,47105],[31126,43325],[31640,43622],[32010,43885],[32205,47701],[33001,48001],[33135,44571],[33551,44785],[35374,45949],[36642,46566],
     [8227,27497,45438],[9880,29767,46528],[11624,32115,47653],[12478,33076,48046],[13331,34150,48457],[14447,35315,48931],[15406,36307,49227],[16339,37207,49534],[18578,39176,50104],[20742,41070,50632]
   ]
cell #325 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [16842,31062],[19058,33195],[21355,35434],[22425,36387],[23479,37326],[24804,38462],[25875,39295],[26958,40169],[29337,41913],[31600,43588],
     [5891,23469,30580],[7269,25865,32877],[7394,26010,33092],[7952,27062,34023],[8833,28620,35275],[8891,28406,35331],[9582,29441,36180],[10383,30449,30530],[10798,23941,37879],[11301,24522,38354],[11339,32019,38339],[11413,32141,38414],[12192,25540,39136],[12250,32746,32827],[12923,26224,39867],[12981,26542,39923],[13672,27555,40772],[14056,34937,35012],[14126,35291,41118],[14198,28132,41187],[14214,28488,41176],[15083,29055,41805],[15121,36211,41790],[15195,29511,41865],[15893,29964,42444],[15931,29671,42429],[16005,29793,42504],[16267,37071,37159],[16784,30982,43226],[17133,38061,38119],[17333,31656,43626],[18177,25138,38813],[18187,38798,38873],[18257,32761,44107],[18329,32553,44176],[18345,32909,44165],[19128,33052,44647],[19200,33424,44716],[19216,26092,44705],[19520,33748,39938],[19558,19632,40026],[20085,34347,45334],[20123,34054,45319],[20197,27132,45394],[20459,34749,40853],[20568,27800,40963],[20618,34952,45714],[21516,41512,41570],[21620,28731,41581],[21636,35792,46092],[21716,36073,46130],[22625,36658,46570],[22950,23038,42552],[23022,36990,42563],[23549,30464,47051],[23621,37555,47120],[23637,30612,47109],[23979,24053,43385],[24198,38130,47458],[25007,25088,43952],[26060,33107,48083],[27078,34104,48461],[27158,33916,48499],[27483,27571,45442],[28456,35346,48968],[29457,36261,49231],[29640,36398,49291],[29721,29809,46532],[31988,38473,49960],[32069,32157,47657]
   ]
cell #326 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13621,27508],[15672,29778],[17829,32126],[18846,33130],[19864,34161],[21143,35369],[22212,36318],[23267,37261],[25663,39230],[27977,41099],
     [3708,12163,25592],[5151,15014,28937],[6077,16755,31034],[6315,17259,31460],[7035,18282,32448],[8095,20016,34229],[8321,20430,27654],[8467,20707,34888],[8746,20970,35135],[9205,28882,35652],[9492,22011,36025],[9844,22551,36462],[10338,23121,23202],[10564,23574,37450],[10758,23872,31105],[10934,31420,38068],[11309,24529,38290],[11588,24930,38537],[11826,32380,38749],[12105,25490,38996],[12557,26149,39480],[12627,26186,33269],[12836,26412,39727],[12970,26564,26585],[13295,26919,40244],[13582,27453,40617],[14151,28027,41125],[14526,28545,41347],[14596,28582,35508],[14716,35558,35612],[15091,29062,41741],[15370,29298,41988],[15526,22347,36422],[15663,29693,29989],[15901,29971,42380],[16044,22975,30132],[16180,22988,42627],[16418,30503,42839],[16488,30706,37400],[16697,30932,43086],[16984,24019,43459],[17628,31833,43762],[17683,24726,38497],[17820,24547,32041],[18657,32800,44336],[18727,33003,39369],[18959,26399,33163],[19153,33319,44654],[19528,26567,44876],[19598,19660,40100],[19718,26880,40204],[19855,34076,34372],[20093,34354,45270],[20372,34590,45517],[20957,21256,35402],[21072,35229,45845],[22066,29259,41948],[22203,29080,36233],[22920,36835,46706],[23380,30919,37294],[23949,37802,47280],[24336,31554,43601],[24404,38263,47497],[25301,32398,38895],[25477,25776,39263],[26514,39821,48214],[27838,34861,45672],[28869,28886,41650],[29846,42353,49330],[32185,32259,43948]
   ]
cell #327 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [20238,34555],[22501,36560],[24880,38635],[25959,39473],[27034,40342],[28355,41340],[29413,42086],[30479,42832],[32776,44329],[34992,45746],
     [7193,18454,32710],[9338,21760,35814],[10328,30322,30416],[10722,23746,37712],[11039,24305,38107],[11971,25346,38900],[12969,33628,33647],[13428,27202,40406],[13779,27680,34705],[13927,27942,40993],[14256,28219,41164],[14821,28818,41558],[15182,29217,41845],[15631,29747,42197],[15662,36485,36741],[16046,30172,36882],[16563,30788,42990],[16830,31106,37778],[17059,38066,38080],[17459,31753,43656],[17788,32095,43827],[17819,31739,38560],[18058,32318,43982],[18387,32640,44153],[18929,33234,44522],[18961,33463,39499],[19015,33270,39584],[19258,33511,44693],[19823,33975,45087],[19854,40267,40523],[20184,34509,45374],[20826,35039,41123],[21226,35473,45900],[21258,28171,41366],[21312,35509,41451],[21442,35556,41531],[21842,35945,46160],[22171,36132,46331],[22202,35931,42011],[22351,22411,42170],[22751,36755,46600],[23080,30220,46771],[23350,30566,46926],[23382,37594,42858],[23436,37401,42943],[23679,37642,47097],[24040,31274,47384],[24684,38394,47571],[24730,24790,43800],[25300,38853,44086],[25746,32863,47924],[25778,32592,44355],[25832,39370,44440],[26268,39631,44652],[26668,33661,48269],[26754,26833,44980],[26884,26944,45060],[27284,40537,48529],[27613,40724,48700],[28289,35261,48906],[28888,35750,46102],[29263,29323,46304],[30126,42484,49404],[31188,37865,49757],[31558,31586,47477],[31622,38265,49893],[32187,38742,47689],[33581,39853,50264],[34863,34881,48820],[36624,42355,50851]
   ]
cell #328 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3276],[5205],[5645],[6995],[7823],[8149],[9151],[9491],[10288],[10524],[10812],[11766],[12051],[12391],[12688],[13087],[13241],[13581],[13739],[14341],[14657],[15031],[15316],[15538],[16549],[16643],[16948],[16983],[17557],[17602],[17695],[18788],[18831],[19343],[19659],[19730],[19953],[20033],[20318],[20969],[21128],[21985],[22078],[22301],[22849],[22894],[22987],[23165],[23252],[23311],[24348],[24532],[25489],[25648],[25707],[26411],[26570],[26766],[26811],[26904],[27427],[27743],[27962],[28282],[28881],[29065],[29283],[29974],[30931],[31149],[31331],[31387],[31818],[32383],[33574],[34357],[34575],[35062],[35579],[36820],[39654]
   ]
cell #329 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16814],[18999],[21296],[22358],[23420],[24737],[25816],[26891],[29270],[31565],
     [5255,22289,29201],[7050,25635,32488],[8199,19941,34493],[8482,27918,34975],[9322,29228,35821],[10530,16433,30514],[10579,23239,37490],[10818,23964,37813],[10862,16936,31258],[11023,31495,38154],[12397,18672,32811],[12531,18878,25952],[12572,25994,39567],[12694,26529,39832],[12953,19397,26617],[13075,13147,26738],[13349,19807,33968],[13412,26849,40413],[13636,20248,34562],[13692,27597,40717],[14500,21175,28348],[14541,28390,41434],[14663,21087,35240],[15424,22155,36125],[15615,29585,42244],[15646,22465,30021],[15687,22511,36567],[15749,30110,42477],[16056,16069,30179],[16304,16392,30472],[17772,31933,43874],[17803,24579,24844],[17844,24890,38642],[17906,24668,38387],[18543,18631,32769],[18818,33359,44658],[18971,18984,33470],[19838,26998,34404],[19879,27044,40349],[20675,20764,34985],[21115,28067,41129],[21268,21281,28178],[22186,29112,29377],[22227,29423,42093],[23392,23405,37601],[24133,24244,38072],[25195,25284,32413],[25788,25801,32599],[28666,28777,35562],[28898,28911,35757],
     [3282,11324,17822,24559,31774,38377],[3710,12168,18794,25607,32720,39101],[4702,14240,21253,28158,35170,41211],[5211,15106,22205,29092,35861,35966],[5651,15665,15916,30001,36776,42467],[6079,16555,16760,31049,37722,43191],[6432,17408,24695,31629,38258,43637],[7001,11841,25303,32234,32339,32410],[7106,18371,25773,32579,38934,39031],[7646,18956,19242,33450,39762,44740],[7829,12972,19543,26597,33682,44963],[8155,19857,20108,34384,40453,40558],[8323,13745,20435,27669,34715,45622],[8441,13876,27773,27876,34856,40974],[9259,14805,28883,35590,35687,35737],[9961,22316,22700,36631,42348,46581],[10241,16041,23064,30159,36935,46818],[10294,10340,23136,23207,30332,42732],[10635,23377,23663,37581,43024,43121],[11712,11800,32180,32194,32297,38689]
   ]
cell #330 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16815],[19000],[21297],[22422],[23421],[24801],[25817],[26955],[29334],[31597],
     [5926,23363,30577],[7304,25759,32874],[7992,19808,34024],[8850,28302,35272],[9323,21717,35817],[9482,15213,29202],[9622,22156,36181],[10356,16393,30531],[10833,31201,37876],[11024,24199,38150],[11431,24669,38415],[11984,18254,32489],[12223,18632,32828],[12501,12532,26011],[12940,33594,39864],[12954,19472,26543],[13095,19650,26739],[13413,27159,40409],[13572,20215,34494],[13712,27598,40773],[13940,20615,34976],[13998,20765,35013],[14123,28068,41119],[14470,14501,28407],[15616,29641,42240],[15647,22822,29672],[16023,30111,42505],[16057,22947,30243],[16576,23546,37491],[16956,16974,31259],[17130,24134,38062],[17530,17804,32020],[17773,31989,43870],[18129,25285,38874],[18942,26057,39568],[18972,26089,26339],[19125,33360,44648],[19839,27355,34055],[20249,20251,34626],[20897,21269,28485],[21239,28453,41435],[21513,28667,41513],[21913,22187,36212],[22512,22514,36599],[23393,30609,30859],[24891,24893,38674],[25417,25789,32906],[27045,27047,34133],[28841,28899,35789],[29424,29426,36290],
     [3297,11330,17472,24519,31695,38378],[3557,11847,18071,25135,32235,38837],[4722,14229,14241,28133,35091,41207],[5048,14794,14806,28732,35586,41601],[5226,15112,21855,29052,35862,35887],[5666,15922,22764,29961,36697,42468],[6433,11253,17334,24442,31625,43625],[6827,11801,17933,25089,32190,43951],[7126,18360,18372,32554,38930,38952],[7188,12209,25541,32663,32721,32723],[7666,19231,19243,33425,39683,44736],[7844,19549,26681,33745,39962,44964],[8170,20114,27297,34344,40454,40479],[8411,8442,20538,20569,27769,40962],[9962,15845,22626,29884,36627,46569],[10261,23053,23065,36991,42583,46814],[10309,16284,30333,30335,37160,42764],[10655,23652,23664,37556,43020,43042],[10717,16801,30983,37665,37723,37725],[13760,13774,34716,34718,34750,40882]
   ]
cell #331 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16816],[19001],[21298],[22423],[23422],[24802],[25818],[26956],[29335],[31598],
     [5253,15214,29203],[5927,16429,30578],[7046,18255,32490],[7305,18668,32875],[7993,19809,34026],[8197,20216,34495],[8478,20616,34977],[8851,21083,35273],[9324,21719,35819],[9623,22157,36183],[10357,16394,30533],[10575,23547,37492],[10834,23960,37877],[10860,16957,31260],[11025,24201,38152],[11432,24670,38417],[12224,18633,32830],[12502,12533,26013],[12568,26058,39569],[12941,26525,39865],[12955,19399,19473],[13096,13145,26740],[13414,27161,40411],[13632,20250,34627],[13713,27599,40775],[13999,20766,35015],[14124,28069,41131],[14471,14502,28409],[14537,28454,41436],[15617,29643,42242],[15648,22467,22823],[15683,22513,36600],[16024,30112,42507],[16058,16065,30244],[17131,24135,38074],[17531,17805,24846],[17774,31991,43872],[17840,24892,38675],[18130,25286,32415],[18973,18980,26340],[19126,33361,44660],[19840,27000,27356],[19875,27046,34134],[20898,21270,21277],[21514,28668,35564],[21914,22188,29379],[22223,29425,36291],[23394,23401,30860],[25418,25790,25797],[28842,28900,28907],
     [3298,11320,11358,24495,24520,38379],[3558,11837,18206,25136,32236,32378],[3712,12210,18467,25603,32664,32722],[4723,14242,14260,28099,28135,41209],[5049,14807,21651,28734,35588,35709],[5227,15102,15140,29028,29053,35863],[5667,15912,15950,29937,29962,42469],[6081,16802,23759,31045,37666,37724],[6434,11254,17336,31627,31657,43635],[6828,11802,25008,25091,32192,38687],[7127,18373,18391,32520,32556,38932],[7667,19244,19262,33391,33427,44738],[7845,13000,19539,33721,33746,44965],[8171,20104,20142,34320,34345,40455],[8325,13761,27665,27693,34717,40883],[8412,8443,20571,27771,27801,40972],[9963,15846,22628,36629,36659,46579],[10262,16073,23066,36957,36993,46816],[10310,10342,23132,30334,30429,42765],[10656,23665,23683,37522,37558,43022]
   ]
cell #332 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20276],[22571],[24950],[25968],[27104],[28364],[29483],[30488],[32785],[35001],
     [7180,25566,25899],[9363,28963,29244],[9748,22389,29558],[10709,23503,31008],[11123,31511,31539],[11492,24768,31906],[12009,32471,32742],[13199,19689,33941],[13240,13365,33984],[13453,26865,34255],[13708,20317,40733],[13766,20381,34775],[14028,34933,34958],[14271,28209,28464],[15274,22037,36098],[15315,15440,36141],[15715,29601,36541],[15765,22893,42493],[16084,22926,30210],[16189,16276,30392],[16361,16497,37219],[16601,30445,37473],[16855,23864,37787],[16891,23892,43278],[17279,24275,38177],[17501,24872,31748],[17601,17922,38403],[17872,31949,38616],[18402,32630,32885],[18600,18736,39188],[19030,33088,39550],[19071,26178,39593],[19082,26488,44763],[19273,26068,33501],[19425,19443,33656],[20526,27892,40975],[21046,21379,41234],[21327,35327,41417],[21368,28574,41460],[21662,28808,35768],[21884,29405,35940],[22332,29872,46582],[22493,22793,36750],[23492,30698,42952],[23694,30588,37632],[24430,24711,43638],[25046,32313,38690],[25256,32441,38862],[25888,32995,44449],[27026,27326,40532],
     [4718,14340,20968,21284,35186,35214],[5258,9490,21984,22305,29173,41854],[6219,17097,24116,31468,38070,38071],[6509,17560,24530,24843,38335,38360],[7122,12050,25488,25804,32514,39047],[7662,18987,19342,26410,39778,39806],[8202,13580,19957,27426,34465,45383],[8650,20864,28050,28321,41127,41128],[9109,14687,28649,35560,35561,35660],[9150,9275,28692,28880,28914,35703],[9399,15034,29063,29376,35844,41786],[10038,22464,22852,29972,42425,42450],[10257,16072,22986,23164,36951,42706],[10651,16642,23408,30930,37516,43137],[10865,16952,16982,31330,37997,47393],[11769,11905,32217,32381,32412,38794],[12740,25925,26306,33342,44656,44657],[13030,19396,26568,26769,39919,44946],[13091,13150,19658,26810,33866,44989],[13489,20036,26997,34355,40436,45315]
   ]
cell #333 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [3515],[5184],[6598],[8128],[8719],[9488],[10127],[11283],[12078],[12809],[13119],[13578],[14905],[15065],[15875],[16153],[16670],[16980],[18159],[19502],[19571],[19656],[19907],[20067],[20345],[22255],[22612],[22955],[23095],[23451],[23923],[23992],[24991],[25847],[26097],[26206],[26537],[26710],[27145],[27628],[28493],[28602],[29524],[29575],[29666],[30617],[30726],[31230],[31923],[32014],[32914],[33023],[33065],[33958],[34049],[34190],[35304],[35797],[36115],[36206],[36347],[37196],[37236],[38194],[38868],[39165],[39205],[40182],[40939],[41059],[41251],[41500],[41926],[43295],[43517],[43722],[44780],[45455],[45761],[46666],[48130]
   ]
cell #334 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16810],[18995],[21292],[22417],[23416],[24796],[25812],[26950],[29329],[31592],
     [5254,15192,29197],[5895,16430,30572],[7047,18249,32464],[7273,18669,32869],[7949,19803,34028],[8198,20194,34489],[8479,20610,34904],[8837,21084,35267],[9318,21721,35800],[9579,22151,36185],[10351,23330,30535],[10576,23541,37466],[10802,23961,37871],[10861,24050,31254],[11019,24203,38093],[11410,24664,38419],[12218,25726,32832],[12496,18909,26015],[12569,26052,39496],[12927,26526,39859],[13146,19629,26734],[13408,27163,40392],[13633,27475,34621],[13669,27593,40777],[13993,28008,35017],[14118,28043,41133],[14465,21206,28411],[14538,28448,41363],[15611,29645,42183],[15684,29713,36594],[16002,30106,42509],[16066,22942,30238],[17125,31436,38076],[17525,24848,24860],[17768,31993,43813],[17841,32061,38669],[18124,32417,32429],[18981,26084,26334],[19120,33335,44662],[19401,19413,19467],[19876,34096,34128],[20892,21278,28480],[21508,35566,35628],[21908,29381,29393],[22224,36253,36285],[22469,22481,22817],[23402,30604,30854],[25412,25798,32901],[27002,27014,27350],[28836,28908,35784],
     [3526,11838,11900,25130,32379,38765],[3713,12196,18468,25604,32658,39128],[5005,14801,14856,28736,35708,41544],[5195,15103,15165,29029,29047,41757],[6082,16788,23760,31046,37660,43218],[6609,11321,11383,24496,24514,38306],[6822,17937,18038,25093,38685,38728],[7083,18367,18422,32519,32558,44139],[8139,20105,20167,34321,34339,45286],[8326,20463,27666,27694,40845,40877],[8406,13907,20542,20573,34867,40970],[8799,14236,14291,28098,28137,41150],[10138,15913,15975,29938,29956,42396],[10343,16271,23133,30430,37063,42759],[10612,23659,23714,37521,37560,47083],[11194,11248,17338,24446,31608,43633],[12889,19238,19293,33390,33429,44679],[13025,13130,19540,33722,33740,44892],[15786,15840,22630,29888,36610,46577],[16104,16233,23060,36956,36995,46757]
   ]
cell #335 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13620,27507],[15671,29777],[17828,32125],[18845,33129],[19863,34160],[21142,35368],[22211,36317],[23266,37260],[25662,39229],[27976,41098],
     [3714,18455,25591],[5150,21761,28936],[5823,23120,30417],[6083,23747,31033],[6314,24306,31459],[7034,18281,32447],[7768,26584,33629],[8094,27203,34228],[8327,27653,27681],[8466,20706,34887],[8745,20938,35134],[9204,21554,35651],[9843,29748,36461],[9868,29988,36486],[10169,22974,36884],[10563,23573,37449],[10757,31104,31107],[10933,31397,31419],[11308,24497,38289],[11587,32096,38536],[11612,24546,38561],[11825,25113,38748],[12104,25458,38995],[12556,26148,39479],[12584,26398,39501],[12626,33268,33271],[12835,26380,39726],[13294,26918,40243],[13319,34371,40268],[14150,28026,35072],[14525,28544,41346],[14553,20956,41368],[14595,35507,35510],[14715,28625,35611],[15090,29030,41740],[15185,22010,36024],[15369,29297,41987],[15394,29079,42012],[15525,15586,36421],[15900,29939,42379],[16179,30284,42626],[16417,23359,42838],[16445,30918,42860],[16487,37399,37402],[16696,30900,43085],[17627,31832,43761],[17682,17743,38496],[18226,32397,44087],[18656,25755,44335],[18684,25476,44357],[18726,39368,39371],[19152,33318,39664],[19527,33723,44875],[19597,26836,40099],[19717,19778,40203],[20092,34322,45269],[20187,27452,40616],[20371,34589,45516],[21071,28298,45844],[21687,28868,46104],[22065,22126,41947],[22919,36834,46705],[23948,31197,47279],[24018,24043,43458],[24335,24364,43600],[24403,31668,47493],[25019,32258,47692],[26513,33590,48213],[27812,27837,45668],[29845,36670,49326]
   ]
cell #336 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13618,27500],[15669,29770],[17826,32118],[18841,33127],[19861,34153],[21138,35366],[22209,36310],[23262,37258],[25658,39227],[27972,41096],
     [3715,12162,25589],[5153,15013,28934],[5824,23118,23201],[6084,16754,31031],[6317,17258,31457],[7032,18274,32449],[7771,26563,26580],[8097,20015,34226],[8328,20429,27651],[8464,20699,34889],[8748,21002,35132],[9207,21618,35649],[9494,22013,36020],[9846,22550,36459],[9871,29692,29984],[10167,22967,30133],[10561,23566,37451],[10760,23871,31100],[10926,31399,31421],[11306,24561,38291],[11590,24929,38534],[11615,24542,32040],[11823,25177,38750],[12107,25522,38993],[12554,26141,39481],[12582,26391,33164],[12629,26185,33264],[12838,26444,39724],[13297,26914,40241],[13322,34075,34367],[13584,27455,40612],[14143,28028,35074],[14523,28537,41348],[14551,20949,35403],[14598,28581,35503],[14708,28627,35613],[15088,29094,41742],[15372,29293,41985],[15397,29075,36232],[15518,15520,36423],[15898,30003,42381],[16182,23020,42624],[16415,23293,42840],[16443,30911,37295],[16490,30705,37395],[16699,30964,43083],[16986,24021,43454],[17630,31828,43759],[17675,17677,38498],[18229,32393,38894],[18654,25689,44337],[18682,25469,39264],[18729,33002,39364],[19145,33320,39666],[19525,26599,44877],[19600,19662,40095],[19710,19712,40205],[20090,34386,45271],[20374,34585,45514],[21069,28264,45846],[21685,28861,41651],[22058,22060,41949],[22922,36830,46703],[23946,31131,47281],[24328,24330,43602],[24401,31666,47498],[25017,32256,43949],[26511,33556,48215],[27810,27835,45673],[29843,36668,49331]
   ]
cell #337 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10772,31089],[12666,33253],[14635,35492],[15535,36388],[16527,37384],[17692,38463],[18766,39353],[19727,40170],[22075,41914],[24345,43589],
     [3841,18830,33070],[4839,21127,35309],[5865,23251,37201],[6561,24531,38317],[7243,25647,39170],[7783,26569,39901],[7848,19637,40084],[7957,26903,34113],[8576,27961,41064],[8764,20966,41177],[9451,29064,41768],[9587,29282,36270],[10090,29973,42407],[10205,22984,42553],[10414,23308,30678],[10837,24058,43443],[10943,31386,43547],[11418,31817,38654],[11935,32382,44053],[12123,25486,44166],[12281,25704,32975],[12854,26408,44706],[13389,20202,40601],[13541,34356,45297],[13656,27517,45443],[13677,34574,34606],[13828,27776,27778],[14160,35061,41289],[14358,28279,35549],[14725,35578,46051],[14925,28878,46093],[15200,15464,36009],[15735,29787,46533],[16010,36579,36819],[16313,23583,43012],[16715,30928,47110],[16873,31146,31178],[17360,31632,31634],[17449,24588,24620],[17892,32135,47658],[17959,32197,32199],[18016,25204,25236],[18291,18552,38922],[18489,18491,32700],[18887,26158,44576],[19162,39422,39653],[19360,33310,33571],[19670,27185,40416],[19927,34170,48462],[20684,20716,41047],[20877,28190,28222],[21184,28554,45954],[21461,28789,28821],[21743,22018,35824],[21800,21832,29121],[22275,36327,49232],[22370,29730,42247],[22652,36634,36636],[22741,30030,30062],[23182,23184,37137],[23781,23783,37702],[24256,24288,38157],[24749,32078,43877],[25365,25397,32611],[26319,33482,33514],[26626,26658,33846],[27242,27274,34413],[27715,27717,40919],[30191,30223,37080],[30807,30839,37613]
   ]
cell #338 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10773,31092],[12667,33256],[14636,35495],[15536,36432],[16528,37387],[17693,38507],[18767,39356],[19728,40214],[22076,41958],[24346,43611],
     [3842,18833,33121],[4131,19638,33854],[4751,20967,41379],[4840,21130,35360],[5750,22985,36895],[5866,23254,37252],[6155,24059,37985],[6562,24534,38553],[7155,25487,44368],[7244,25650,39221],[7695,26409,39512],[7784,26572,33621],[7958,19735,34116],[8069,20203,34453],[8254,27518,40677],[8577,27964,41090],[9290,28879,46115],[9452,29067,42004],[9588,22083,36273],[9699,15201,29161],[9929,29788,42232],[10091,29976,36478],[10372,23584,37460],[10415,16378,30679],[10684,30929,42871],[10944,31430,43550],[11419,24628,38657],[11673,32136,43862],[11786,18145,25237],[11936,32385,44079],[12190,18490,25583],[12239,18292,32458],[12282,18617,32976],[12517,26159,39490],[13159,27188,34242],[13380,34171,45122],[13542,34359,40260],[13678,27525,34609],[13831,20513,27829],[14014,20717,34898],[14161,28037,41292],[14359,21063,35550],[14486,28555,41357],[14726,35622,46054],[14733,21590,28824],[15051,21833,21929],[15234,21746,28950],[15455,36328,46366],[15543,29733,36528],[16011,30070,36582],[16265,23183,30409],[16782,23782,31025],[16874,23909,31179],[17207,24291,31526],[17363,24395,24417],[17450,17546,17577],[17700,32081,38603],[17962,25033,32250],[18299,25400,25494],[19163,33329,39425],[19361,26505,33311],[19488,26659,26786],[20053,27275,27371],[20457,27716,34792],[20880,20974,21006],[22655,29837,29859],[22742,22838,22869],[22992,30226,30352],[23591,30842,30936],[26322,26416,26448]
   ]
cell #339 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10747,31091],[12616,33255],[14585,35494],[15531,36431],[16477,37386],[17688,38506],[18716,39355],[19723,40213],[22071,41957],[24341,43610],
     [4129,19587,33853],[5730,22980,36894],[6153,24008,37984],[7448,18832,39465],[7499,26404,39511],[7758,26571,39881],[8067,27442,34452],[8234,27513,40676],[8945,21129,41332],[8996,20962,41378],[9697,22000,29160],[9858,29975,42207],[9887,29783,42231],[10368,30801,37459],[10437,23253,42824],[10488,30924,42870],[11602,24533,43837],[11631,32131,43861],[12235,25359,32457],[12304,25649,44321],[12355,25482,44367],[12513,33247,39489],[13158,34235,34241],[13284,19734,40303],[13309,34358,45097],[13338,34166,45121],[14010,27955,34897],[14085,27963,45738],[14482,35486,41356],[14950,28874,46114],[15233,28943,28949],[15359,22082,42047],[15384,29066,46341],[15413,36323,46365],[15542,36521,36527],[16223,30399,30405],[16368,16374,37378],[17072,31429,47447],[17206,31519,31525],[17542,24493,24622],[17617,24627,43920],[17699,38596,38602],[18018,18141,32376],[18216,32384,47762],[18516,25573,25579],[18607,18613,39347],[19484,33719,33848],[20361,27524,40741],[20415,34782,34788],[20506,20512,34873],[20839,28036,45867],[20973,28101,28221],[21053,21059,41492],[21455,35621,49021],[21460,21589,35711],[21802,21925,29026],[22834,29935,30064],[22909,30069,42290],[22991,36959,37079],[23808,31015,31021],[23899,23905,37850],[24410,24416,31614],[25026,25032,38734],[25364,25493,32522],[26281,33328,44489],[26415,33393,33513],[26495,26501,39625],[27244,27367,34318],[29852,29858,36616],[30806,30935,37524]
   ]
cell #340 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10743,31095],[12612,33259],[14581,35498],[15527,36433],[16473,37390],[17684,38508],[18712,39359],[19719,40215],[22067,41959],[24337,43612],
     [4137,19583,33885],[5272,21934,21996],[5732,22976,36896],[6161,24004,31280],[7052,25319,25328],[7501,26400,39513],[7754,26575,39879],[8216,27376,27438],[8236,27509,34528],[8484,27856,27865],[8998,20958,41380],[9313,21749,28917],[9854,29979,42205],[9889,29779,36505],[10490,30920,42872],[10581,30761,30770],[11014,24294,31440],[11326,24624,31721],[11598,24537,43835],[11633,32127,38580],[11843,18020,32286],[12357,25478,44369],[12534,18836,39463],[12574,33148,33157],[13305,34362,45095],[13340,34162,40287],[13403,27191,34209],[13834,27793,34871],[14231,28220,35115],[14503,21133,41330],[14543,35387,35396],[14796,21459,35632],[14952,28870,46116],[15108,21804,35913],[15380,29070,46339],[15415,36319,42031],[15606,29736,36442],[15918,30066,36723],[16225,30435,37129],[16395,23257,42822],[16435,23300,37288],[17366,31612,31649],[17763,32084,38517],[17965,25000,38732],[18212,32388,47760],[18362,25363,38976],[18473,18518,32692],[18634,25653,44319],[18674,25696,39257],[19233,33512,39707],[19545,33850,39988],[19798,19810,40224],[20110,27246,40505],[20417,27699,40911],[20767,27967,45736],[21089,28271,41278],[21424,35623,49011],[22146,22158,41968],[22658,36614,36651],[23055,37078,42607],[23654,30805,43066],[23765,23810,37694],[23966,31138,43347],[24160,31431,47437],[24659,24671,43742],[26531,33563,44807],[27588,27600,45497],[28038,28094,45751],[30101,30113,46686],[33330,33386,48120]
   ]
cell #341 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13619,34554],[15670,36559],[17827,38634],[18844,39472],[19862,40341],[21141,41339],[22210,42085],[23265,42831],[25661,44328],[27975,45745],
     [5808,23119,37146],[7202,25527,25590],[7765,26583,39888],[8312,27652,34736],[9336,28935,28955],[9865,29987,42214],[10168,30171,42532],[10731,30969,31032],[10754,31103,37779],[11037,31458,31531],[11609,24545,43844],[11970,25345,32445],[12583,33462,44537],[12623,33267,39585],[13316,34370,45104],[13426,34227,34247],[13926,27941,34885],[14254,28251,35133],[14552,28170,45915],[14592,35506,41452],[14819,21490,35650],[15391,29078,46348],[15585,22350,42171],[15629,36460,36533],[16444,37593,46941],[16484,37398,42944],[16562,30787,37447],[17058,31395,38081],[17458,31784,38287],[17742,24729,43801],[17786,38535,38608],[18057,25051,38746],[18223,32396,47769],[18385,25394,38994],[18683,32591,47939],[18723,39367,44441],[18928,33233,39477],[19256,33543,39725],[19594,33908,40098],[19777,26883,45061],[19821,26917,40242],[20825,35040,35070],[21225,35472,41344],[21441,28623,41532],[21686,35749,49052],[21841,28968,41738],[21957,22007,36023],[22125,29262,46305],[22169,29296,41986],[22750,36786,42377],[23078,37109,42625],[23349,23358,42836],[23677,30836,43084],[24015,31303,43457],[24363,31557,47478],[24682,31831,43760],[25018,38741,49995],[25745,25754,44333],[26267,39632,39662],[26667,40051,44873],[27283,34260,45267],[27399,27449,40615],[27611,34588,45515],[27811,34880,48822],[28288,28297,45842],[30124,36833,46704],[31187,31196,47277],[31621,31667,47490],[33580,33589,48211],[36623,36669,49323]
   ]
cell #342 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [16809],[18994],[21291],[22416],[23415],[24795],[25811],[26949],[29328],[31591],
     [5894,23370,30571],[7272,25766,32868],[7861,19628,26733],[7948,26970,26978],[8836,28309,35266],[9515,15191,29196],[9578,29349,29357],[10180,22941,30237],[10350,23326,30537],[10801,31208,37870],[10850,24049,31253],[11409,31852,31860],[11991,18248,32463],[12217,25722,32834],[12495,18905,26017],[12595,26083,26333],[12926,33601,39858],[12948,19466,26549],[13605,20193,34488],[13631,27474,34620],[13668,34641,34649],[13947,20609,34903],[13992,28004,35019],[14117,35049,35088],[14464,21202,28413],[14564,20891,28479],[14964,14972,35799],[15641,22816,29678],[15682,29712,36593],[16001,36854,36862],[16456,30603,30853],[16583,23540,37465],[17124,31413,38090],[17145,17153,38092],[17524,17798,32026],[17839,32060,38668],[18123,25279,38880],[18695,25411,32900],[18949,26051,39495],[19119,39641,39680],[19833,27349,34061],[19874,34095,34127],[19966,19974,40391],[21246,28447,41362],[21507,28641,41541],[21698,28835,35783],[21907,22181,36218],[22222,36252,36284],[22437,22445,42182],[24816,24824,43812],
     [5814,16270,23131,37062,37167,42758],[6590,11408,17479,24513,31814,38305],[6898,6984,18078,25081,25129,38764],[7208,12195,25548,25602,32657,39127],[7812,19627,26688,33739,40081,44891],[8318,20462,27664,34757,40844,40876],[8776,14319,20912,20920,35191,41149],[9129,9235,21528,21536,28669,41543],[9394,9480,21862,28998,29046,41756],[10119,16000,22771,29955,36816,42395],[10217,23143,30258,30266,42683,46756],[10737,16787,30990,31044,37659,43217],[11190,17340,17395,17403,38226,38250],[11699,11707,18034,25095,32172,43970],[12029,12135,25432,25440,32491,44138],[12866,19321,26354,26362,39783,44678],[13484,13570,27304,34290,34338,45285],[13863,13871,13903,20575,34848,40981],[15782,22632,22687,22695,42316,42340],[16621,16727,30874,30882,37493,47082]
   ]
cell #343 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20239],[22502],[24881],[26019],[27035],[28415],[29414],[30539],[32836],[35021],
     [7191,18478,32711],[7969,19817,34032],[9332,21725,35815],[9599,22165,36189],[10326,23171,30323],[10403,23351,30567],[10720,23770,37713],[11033,24207,38108],[11430,24678,38423],[11972,18244,38898],[12270,25747,32864],[12963,26551,33707],[13162,26945,26947],[13422,27167,40407],[13689,27607,40781],[13777,27704,34706],[13928,20605,40991],[14347,28290,35262],[15237,29324,29326],[15546,22412,22414],[15625,29649,42198],[15656,29680,29923],[16022,30120,42513],[16047,22939,22995],[16564,23536,42988],[16824,31071,37838],[16862,31189,37866],[17210,31587,31589],[17342,31623,38266],[17703,24791,24793],[17782,31997,43828],[17813,24481,32028],[18930,26047,44520],[18962,26081,26419],[19009,33204,39613],[19349,33582,39854],[19848,34063,34306],[20577,34864,34882],[20977,21259,28477],[21227,28443,45898],[21306,35443,41480],[21593,28889,35781],[22196,29014,36220],[22634,36625,42356],[23383,30601,30939],[23430,37335,37366],[25097,32188,38743],[25294,32364,38882],[25497,25779,32898],[25826,39304,39335],
     [5025,9256,14815,28740,28755,41559],[5271,15212,21953,29211,35991,41874],[6874,11876,18059,25125,32262,43980],[7103,12156,18381,32562,32577,44154],[7889,19649,26748,33904,40035,45009],[8215,20214,27395,34503,40583,45403],[8797,8819,14250,28141,28156,41165],[9072,14678,21503,21505,35554,41529],[9370,15141,21843,29042,35889,46158],[10238,16253,23074,36999,37014,46772],[10632,16748,23673,37564,37579,47098],[10878,24070,31268,31299,43394,43425],[10954,17088,17120,17122,38064,38078],[11359,11384,17460,24509,31697,43654],[12887,12909,19252,33433,33448,44694],[13001,19603,26669,33735,39964,48267],[13460,20143,27285,34334,40481,48527],[14113,14115,14171,20855,35037,41121],[15951,15976,22752,29951,36699,46598],[19115,19117,19173,26297,39629,44650]
   ]
cell #344 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [16807,31101],[18992,33265],[21289,35504],[22352,36435],[23413,37396],[24731,38510],[25809,39365],[26885,40217],[29264,41961],[31559,43614],
     [5265,21936,29194],[7049,25349,32461],[7883,26731,33887],[8209,27378,34486],[8481,27945,34901],[9315,21755,35801],[10184,30173,36898],[10578,30791,37463],[10872,31251,31282],[11016,24300,38094],[11323,24528,38303],[11840,25144,38762],[12571,33237,39493],[12599,33464,39515],[12946,26581,39876],[13405,27197,40393],[13635,34556,34558],[13840,34850,34868],[14233,28126,41151],[14540,35476,41360],[14568,28172,41382],[14798,28725,41545],[15105,29061,41754],[15608,29742,42184],[15639,29985,42202],[15686,36561,36563],[15915,29970,42393],[16432,30508,42852],[16460,37595,42874],[17372,31609,38252],[17765,32090,43814],[17796,24543,43832],[17843,38636,38638],[17971,32174,38729],[18364,32547,44140],[18470,25606,39095],[18671,32805,44349],[18699,32593,44371],[18842,18903,39460],[19235,33418,44680],[19542,33754,44889],[19800,26976,45074],[19831,34368,45092],[19878,40343,40345],[20107,34353,45283],[21086,35234,45858],[21139,21200,41327],[21702,35751,46118],[22148,29355,46318],[22179,29076,46336],[22226,42087,42089],[22664,36611,42342],[23057,36984,46758],[23135,30432,42726],[23263,23324,42819],[23656,37549,47084],[23762,31048,43185],[23963,37807,47293],[24661,31858,47558],[25277,32394,47757],[25659,25720,44316],[26528,39826,48227],[27590,34647,48687],[27668,27696,45616],[27973,28002,45733],[28040,35086,48860],[28639,35625,49005],[30103,36860,49391],[31411,31433,47431],[33332,39678,50218]
   ]
cell #345 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13622,27466],[15673,29704],[17830,32052],[18911,33122],[19865,34087],[21208,35361],[22213,36244],[23332,37253],[25728,39222],[28010,41091],
     [4204,13299,26984],[5329,15374,29363],[5878,16412,30563],[6622,17632,31866],[7256,18651,32860],[7902,19676,26941],[8273,20376,34655],[8750,20926,35136],[8820,21066,35258],[9209,21542,35653],[9512,29145,36058],[9532,22024,29320],[9775,22376,22408],[10151,22924,36868],[10785,23943,37862],[11081,24262,31583],[11196,24396,38248],[11303,24505,38286],[11519,24755,24787],[11820,25121,38745],[12109,25446,38997],[12179,25593,39119],[12840,26368,39728],[12910,26508,39850],[13143,33806,40133],[13602,34437,40650],[13909,27830,34846],[14109,20851,41111],[14298,28196,28471],[14674,21499,41505],[14863,28795,35775],[14978,28938,41699],[15085,29038,41737],[15788,29838,42338],[15895,29947,42376],[16111,22933,30197],[16184,30272,42628],[16254,23122,37054],[16701,30888,43087],[16771,31035,43209],[17004,37937,37969],[17084,17116,38054],[17159,31461,43577],[17441,24862,31686],[18040,32251,38707],[18240,32444,44100],[18429,32617,32892],[19111,26293,44640],[19300,26075,33488],[19415,26650,39953],[19522,33731,44872],[19980,34230,45228],[20087,34330,45266],[20446,27655,40836],[20601,34884,45707],[21824,29395,35878],[22451,36463,46521],[22483,22733,36688],[23532,37446,47044],[23721,30595,37619],[23836,31170,43312],[24830,38538,47646],[25228,32431,38828],[26043,39476,48076],[26118,33302,44620],[27016,27266,40470],[28439,41343,48961],[28514,35541,45998],[30638,30670,42918],[32935,32967,44415]
   ]
cell #346 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [20272,34519],[22567,36496],[24946,38571],[26027,39467],[27100,40278],[28423,41334],[29479,42022],[30547,42826],[32844,44323],[35029,45740],
     [7965,19825,34040],[9595,22173,36197],[9744,29584,29612],[10406,23346,37270],[11426,24686,38431],[11488,31932,31960],[12273,25742,39239],[13195,26848,33995],[13685,27615,40789],[14258,28149,41205],[14267,35169,35406],[14350,28285,41260],[14823,28748,41599],[15208,29140,41882],[15270,29227,36152],[16018,30128,42521],[16080,30136,36934],[16865,31184,43329],[17275,31494,38203],[17350,31616,43631],[17436,32036,38277],[17455,31703,43683],[18054,32268,44009],[18389,32570,44194],[18398,39030,39267],[18481,33019,44249],[19260,33441,44734],[19269,33167,39761],[19352,33577,44789],[19645,40043,40128],[20210,34432,45411],[20585,34875,40968],[20790,28076,45752],[21406,28703,46012],[21658,35686,41654],[21733,36091,46135],[21819,36228,41728],[21838,35895,46187],[22642,36618,46575],[22728,29688,42367],[22747,36705,46627],[23082,37007,42581],[23091,23174,42661],[23681,37572,47138],[23690,37298,43120],[23773,30722,47193],[24066,37964,43402],[24142,24170,43508],[24215,38148,47463],[25105,38736,43957],[25223,38890,44035],[25310,39144,47776],[26232,33368,48121],[26559,26645,44863],[26664,39970,44837],[27175,33934,48504],[27261,34071,45257],[27280,40487,48556],[27624,27707,45551],[27847,41020,48834],[29657,36416,49296],[30665,37343,46979],[30752,37175,49609],[31079,31165,47267],[32005,38491,49965],[32962,39312,47977],[33139,39441,50192],[33212,33297,48109],[35378,41308,50675],[35451,35536,48994]
   ]
cell #347 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4136],[5797],[6160],[7763],[8074],[8301],[9704],[9863],[10427],[10548],[10752],[11607],[12294],[12415],[12621],[13181],[13219],[13314],[13794],[14371],[14590],[15256],[15294],[15389],[15565],[16291],[16482],[16886],[17229],[17580],[17722],[18221],[18530],[18721],[18865],[19373],[19592],[19757],[20296],[20662],[20797],[20996],[21162],[21488],[21612],[22005],[22105],[22872],[23014],[24013],[24177],[24566],[24650],[25055],[25182],[25392],[25516],[26239],[26438],[26604],[27447],[27547],[28249],[28710],[28972],[29099],[29183],[30008],[30092],[30834],[30958],[31788],[33541],[33876],[34264],[34391],[34475],[36790],[37107],[38007],[40055]
   ]
cell #348 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13650,27467],[15729,29705],[17886,32053],[18917,33123],[19921,34088],[21214,35362],[22269,36245],[23338,37254],[25734,39223],[28016,41092],
     [4202,13298,26990],[5327,15373,29369],[5426,22377,22409],[5880,16413,30564],[6620,17631,31872],[6670,24756,24788],[7258,18652,32861],[7930,19677,26942],[8271,20375,34661],[8749,20932,35189],[8758,28197,28472],[8822,21067,35259],[9208,21548,35706],[9510,21948,36064],[9560,22025,29321],[10149,22923,36874],[10199,22934,30198],[10787,23944,37863],[11137,24263,31584],[11202,24397,38249],[11288,24868,31687],[11304,24506,38330],[11821,25122,38789],[12108,25452,39050],[12117,32618,32893],[12181,25902,39120],[12839,26374,39781],[12848,26076,33489],[12912,26509,39851],[13141,33812,33899],[13600,27390,40656],[13915,27831,34847],[14110,20852,41110],[14675,21500,41504],[14919,28796,35776],[14984,29247,41700],[15070,29401,35879],[15086,29039,41781],[15794,29839,42339],[15880,22489,36689],[15896,29948,42420],[16183,30278,36954],[16192,16256,37055],[16700,30894,43140],[16709,30596,37620],[16773,23506,43210],[17002,31294,37943],[17085,17117,38053],[17165,31514,43578],[18046,32252,38708],[18164,32437,38829],[18241,32737,44099],[19112,26294,44639],[19421,19507,39954],[19523,33732,39914],[19986,26868,45229],[20072,27022,40471],[20088,34331,45310],[20384,20448,40837],[20602,34928,45706],[22457,29604,46522],[23456,30644,42919],[23533,30440,47043],[23842,23928,43313],[24836,31952,47647],[25852,32941,44416],[26044,33083,48075],[26124,26211,44621],[28440,35322,48960],[28520,28607,45999]
   ]
cell #349 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13651,27465],[15730,29703],[17887,32051],[18918,33073],[19922,34086],[21215,35312],[22270,36243],[23339,37204],[25735,39173],[28017,41067],
     [4203,19912,26991],[5328,22260,29370],[5427,22407,29590],[5881,23441,30562],[6621,24996,31873],[6671,24786,31938],[7259,25837,32859],[7931,26854,26940],[8272,20350,34662],[8724,20933,35190],[8759,28470,35175],[8823,28592,35257],[9511,21949,36065],[9561,29233,29319],[10150,22617,36875],[10200,22932,36940],[10788,23913,37861],[11138,31500,31582],[11203,31891,38247],[11273,24504,38331],[11289,24869,38320],[12083,25453,39051],[12118,32891,39036],[12182,25903,39118],[12814,26375,39782],[12849,26074,39767],[12913,26196,39849],[13142,33813,33900],[13601,27391,40657],[13916,34845,34918],[14108,28082,41112],[14910,21549,35707],[14920,35692,35774],[14985,29248,41698],[15055,29037,41782],[15071,29402,41771],[15795,29543,42337],[15865,29946,42421],[15881,22490,42410],[16158,30279,36955],[16193,16257,37053],[16675,30895,43141],[16710,30594,43126],[16774,23507,43208],[17003,31295,37944],[17115,24148,38055],[17166,31515,43576],[18047,38706,38779],[18149,25120,38790],[18165,32438,44056],[18239,32738,44101],[19110,33374,44641],[19422,19508,39904],[19492,33730,39915],[19987,26869,45227],[20057,34329,45311],[20073,27023,45300],[20385,20449,40835],[20600,34929,45708],[21412,21498,41506],[22458,29605,46520],[23457,30645,47000],[23531,30441,47045],[23843,23929,43263],[24837,31953,47645],[25853,32942,47998],[26042,33084,48077],[26125,26212,44596],[28438,35323,48962],[28521,28608,45974]
   ]
cell #350 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [20934],[21550],[21978],[24119],[24499],[25115],[25454],[26376],[26804],[27420],[28053],[28652],[29032],[29941],[30280],[30896],[31324],[33345],[33725],[34324],
     [9746,29561],[10299,30390],[11346,31746],[11490,31909],[12199,25564],[12988,33654],[13197,33944],[13234,26992],[13750,34773],[14269,35146],[14986,28961],[15128,35938],[15272,36101],[15309,29371],[15938,36748],[16082,36911],[16359,30557],[16791,31006],[16849,37785],[17167,31537],[17277,38180],[17595,31874],[18194,38860],[18234,32474],[18400,39007],[18598,32854],[19065,39591],[19271,39738],[19988,34253],[20130,40530],[20311,34663],[20524,40987],[20595,34961],[21044,35252],[21362,41458],[21660,41631],[22459,36539],[22887,36876],[23486,42950],[23526,37476],[23692,43097],[23890,37856],[24428,38232],[24838,38614],[25044,43976],[25882,44447],[26037,39553],[26486,39844],[28433,41420],[29870,42322],
     [4353,20274,40693],[5526,22569,42270],[6770,24948,43900],[7401,25966,44516],[8030,27102,45160],[8898,28362,45894],[9660,29481,46404],[10390,30486,46920],[12257,32783,47918],[14063,34999,48854]
   ]
cell #351 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [20936],[21552],[21982],[24115],[24498],[25114],[25456],[26378],[26808],[27424],[28049],[28648],[29031],[29940],[30282],[30898],[31328],[33341],[33724],[34323],
     [9747,29557],[10301,30391],[11350,31747],[11491,31905],[12201,25565],[12992,33655],[13198,33940],[13238,26994],[13752,34774],[14270,35142],[14988,28962],[15132,35939],[15273,36097],[15313,29373],[15942,36749],[16083,36907],[16360,30556],[16793,31007],[16853,37786],[17169,31538],[17278,38176],[17599,31876],[18198,38861],[18233,32470],[18401,39003],[18599,32853],[19069,39592],[19272,39734],[19990,34254],[20134,40531],[20315,34665],[20525,40986],[20594,34957],[21045,35251],[21366,41459],[21661,41627],[22461,36540],[22891,36878],[23490,42951],[23525,37472],[23693,43093],[23891,37855],[24429,38231],[24840,38615],[25045,43975],[25886,44448],[26036,39549],[26487,39843],[28432,41416],[29871,42321],
     [4355,20275,40689],[5528,22570,42266],[6772,24949,43896],[7405,25967,44515],[8032,27103,45156],[8902,28363,45893],[9662,29482,46400],[10394,30487,46919],[12261,32784,47917],[14067,35000,48853]
   ]
cell #352 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20243],[22506],[24885],[26023],[27039],[28419],[29418],[30543],[32840],[35025],
     [8008,26981,26988],[9638,29360,29367],[10297,23196,30327],[10453,23355,30559],[11447,31863,31870],[11976,18236,38912],[12157,12197,32715],[12320,25751,32856],[12958,26555,33711],[13166,19774,34000],[13728,34652,34659],[13748,20424,34710],[13932,20597,41037],[14372,28294,35254],[14975,14982,35836],[15241,22122,36157],[15550,15582,29617],[15651,29684,29927],[16039,36865,36872],[16051,22999,30141],[16568,23528,43002],[16749,16789,37717],[16819,23833,37842],[16912,31193,37858],[17156,17163,38169],[17214,24360,38208],[17346,31644,38234],[17707,17739,31965],[17808,24485,32032],[18934,26039,44566],[18966,26423,33172],[19004,26115,39617],[19374,33586,39846],[19843,34067,34310],[19977,19984,40428],[20581,27788,40989],[20981,21263,35411],[21231,28435,45944],[21301,28511,41484],[21597,28893,41659],[22191,29018,36224],[22448,22455,42259],[22638,36646,42324],[23387,30943,37303],[23425,30635,37370],[24827,24834,43889],[25101,32209,43978],[25289,32368,38886],[25501,25783,39272],[25821,32932,39339],
     [4738,14346,20923,20930,35110,35217],[5064,9156,21539,21546,28695,41620],[6530,17464,17549,24501,38268,38355],[6924,11758,18063,25117,32212,44026],[7142,12056,25443,25450,32517,38971],[7682,19348,26365,26372,39702,39809],[7869,19666,26743,33803,40130,40137],[8617,14175,20795,20847,35051,41103],[9076,14670,14772,28708,35568,46026],[9420,15023,21847,29034,35839,41719],[9498,9523,29142,29149,29206,36055],[10059,22756,22841,29943,42358,42445],[10277,23170,30269,30276,42602,42709],[10671,16648,30885,30892,37519,43061],[10858,16990,31263,37934,37966,37973],[10958,10990,17080,24175,31376,43522],[12707,19177,26237,26289,39643,44632],[13051,26673,26758,33727,44854,44941],[13510,20025,27289,34326,40431,45248],[13588,13613,34434,34441,34498,40647]
   ]
cell #353 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4410],[6107],[7524],[8221],[9021],[9874],[10513],[11618],[12380],[12438],[13111],[13325],[14407],[15229],[15400],[16210],[16299],[16972],[17185],[18503],[18538],[18873],[19409],[20231],[20402],[20670],[21170],[21568],[21729],[22477],[23795],[23830],[24211],[24574],[24856],[25190],[26112],[26612],[27010],[27171],[28145],[28508],[28744],[29107],[29389],[29653],[30016],[30632],[32001],[32425],[32566],[32929],[33437],[33800],[34036],[34399],[35605],[35995],[36052],[36193],[37003],[37568],[37931],[38427],[38709],[38949],[40587],[40644],[40785],[41226],[41701],[42517],[43039],[43429],[43700],[44755],[45013],[45230],[46644],[46833],[48313]
   ]
cell #354 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [8230,27493],[9883,29763],[11627,32111],[12481,33074],[13334,34146],[14450,35313],[15409,36303],[16342,37205],[18581,39174],[20745,41068],
     [5475,15511,36385],[5726,22960,42550],[5796,16219,37113],[6719,17668,38460],[7495,26384,44703],[7762,19452,39905],[7979,19703,40167],[8300,20411,40895],[8992,20942,41174],[9609,22051,41911],[9862,22802,42411],[10462,23284,37353],[10484,30904,47107],[10547,23804,37678],[10751,23873,43264],[11164,24321,43586],[11606,17510,38321],[12329,25680,39322],[12351,25462,44163],[12414,18512,32676],[12620,26187,44597],[13180,27211,40422],[13236,19756,34139],[13313,27335,45301],[13854,27782,45692],[14381,28255,41467],[14589,28583,45975],[14946,28854,46090],[15255,21769,35830],[15311,22104,36296],[15388,21893,41772],[15564,29756,42253],[16289,30776,37478],[16481,30707,47001],[16921,31122,37825],[17047,24121,31383],[17228,24314,38163],[17386,31638,43770],[17597,24649,38680],[17721,32104,43883],[17985,32203,47716],[18220,25265,44057],[18528,25334,32476],[18720,33004,47999],[18863,33222,39555],[19383,33547,39600],[19591,26806,33875],[20313,27546,34632],[20660,27930,34963],[20814,28055,35058],[20903,20995,28248],[21160,35461,41422],[21430,28654,35575],[21487,21611,28847],[21980,22004,29182],[22678,36640,42140],[22889,30091,36605],[23013,30249,37106],[24012,31326,38006],[24468,24564,31786],[25053,25180,32351],[25391,25423,25515],[26256,33347,39650],[26345,26437,33540],[26602,33694,40053],[27422,27446,34474],[28970,29001,29097],[29910,30006,36788],[30833,30865,30957],[34262,34293,34389]
   ]
cell #355 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20245],[22508],[24887],[26025],[27041],[28421],[29420],[30545],[32842],[35027],
     [7178,18505,32717],[8007,19818,34038],[9333,21731,35838],[9637,22166,36195],[10455,23357,37271],[10707,23797,37719],[11034,24213,38171],[11446,24679,38429],[11978,25311,38915],[12322,25753,39240],[13168,19776,33996],[13423,27173,40430],[13727,27608,40787],[13764,20404,34712],[13934,27848,41040],[14374,28296,41261],[15243,22124,36153],[15552,15584,29613],[15626,29655,42261],[16038,30121,42519],[16053,22927,23001],[16212,16274,30329],[16570,30753,43005],[16825,23832,37844],[16914,31195,43330],[17216,24362,38204],[17348,31646,43639],[17709,17741,31961],[17783,32003,43891],[18936,33140,44569],[18968,26069,26425],[19010,26114,39619],[19376,33588,44790],[19411,19423,33713],[20583,27790,40976],[20983,21265,28465],[21233,35379,45947],[21307,28510,41486],[21599,28895,35769],[22479,22491,29929],[22640,36648,46583],[23389,30589,30945],[23431,30634,37372],[24487,24858,24870],[25103,32211,38691],[25503,25785,32886],[25827,32931,39341],[27012,27024,34312],[29020,29391,29403],[32370,32427,32439],
     [4737,14251,14290,28147,28186,41228],[5063,14816,21681,28746,35607,35765],[5260,15177,15228,29212,35997,36054],[6532,17466,17486,31704,31726,43703],[6926,18065,25241,32269,38712,38840],[7141,18382,18421,32568,32607,38951],[7681,19253,19292,33439,33478,44757],[8204,20179,20230,34504,40589,40646],[8619,14177,20791,35054,35076,45760],[9078,14774,28629,28704,35571,41499],[9422,21849,21869,35896,35918,41704],[10061,22758,22778,36706,36728,46647],[10276,16103,23075,30187,37005,46835],[10670,23674,23713,37570,37609,43041],[10867,16971,24035,31269,37933,43431],[10960,10992,24171,31379,31401,43516],[12709,19179,26233,39646,39668,48129],[13053,19428,26675,33634,39971,48316],[13110,13152,26749,26828,33802,45015],[13512,27291,27311,40488,40510,45233]
   ]
cell #356 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [16844,37768],[19060,39574],[21357,41441],[22363,42149],[23481,42933],[24742,43779],[25877,44430],[26896,45039],[29275,46283],[31570,47470],
     [7396,25949,39447],[8893,28345,41314],[10385,30469,37181],[10420,30519,30680],[11341,31729,43689],[12252,32766,39150],[12287,32816,32977],[12983,33637,44843],[13077,26799,44970],[13229,33965,34112],[14058,34982,41026],[14275,28183,45790],[14364,35245,35551],[15123,35921,46193],[15304,36122,36269],[15933,36731,46633],[16088,30184,46723],[16879,31180,37818],[16938,31319,47374],[17071,38059,43546],[17451,31779,31810],[17590,38384,38653],[18189,38843,44015],[18406,32604,47814],[18495,25570,39106],[19277,33475,48159],[19366,33312,39837],[19943,27415,45364],[20125,40513,48562],[20280,34567,48652],[20306,34605,40714],[20507,34840,34855],[20838,41116,41288],[20876,35167,35195],[21454,41510,46050],[21666,35762,49044],[21834,28994,35971],[21973,22291,41835],[22575,36572,49303],[22743,36781,36812],[22882,36578,42474],[23188,30396,42737],[23244,30800,47049],[23698,37606,49647],[23787,31012,43196],[24411,38242,38257],[24954,38647,49972],[25027,32179,38701],[25077,25238,32344],[25358,25640,44105],[25396,32495,39028],[25999,33246,48081],[26280,39421,44645],[26318,39759,39787],[26660,33687,40077],[26846,34236,45222],[27108,40354,50402],[27276,34286,40563],[27721,34779,45627],[27923,27954,45712],[28395,35485,48966],[28673,28820,35684],[28944,29225,41693],[29487,42098,50805],[29582,36522,46515],[29853,42332,42347],[30222,36932,42687],[30838,37497,43118],[31492,31520,43571],[31930,38597,47640]
   ]
cell #357 :
  |C| = 150
  W-rep = phi[10,9]+phi[60,8]+phi[80,7]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     20 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 2 member(s)
     10 tau_infinity subcells with 3 member(s)
  subcells = [
     [24525],[25141],[25575],[27775],[28128],[28727],[29058],[29967],[30401],[31017],[31631],[32196],[32549],[33420],[33751],[34350],[34784],[36633],[36986],[37551],
     [12465,33067],[13099,33859],[14280,35156],[14434,35306],[15217,29166],[16093,36921],[16326,37198],[16370,30583],[16960,37990],[17494,38314],[18260,32484],[18411,39017],[18565,39167],[18609,32880],[19282,39748],[19436,39898],[19740,34019],[20219,34458],[20285,40703],[20621,34971],[20729,41061],[21055,35278],[21671,41641],[21712,35823],[21877,41765],[22088,36176],[22580,42280],[22786,42404],[23552,37486],[23703,43107],[23901,37882],[24129,43526],[24194,38156],[24633,38410],[24959,43910],[25249,44050],[26063,39563],[26497,39870],[27113,45170],[27154,40415],[27319,45294],[27530,40768],[28063,41107],[28459,41430],[28662,46030],[29492,46414],[29636,42246],[30075,42500],[31984,43876],[33355,44636],
     [6095,23857,43257],[7512,26171,44590],[9009,28567,45968],[9757,29571,46470],[10501,30691,46994],[11501,31919,47595],[12368,32988,47992],[13208,33954,48399],[15283,36111,49169],[17288,38190,49888]
   ]
cell #358 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4709],[7113],[7653],[9266],[10248],[10642],[11780],[12166],[13082],[13356],[13699],[14742],[15045],[15431],[15756],[16198],[16372],[16758],[16943],[17571],[17913],[18308],[18611],[18856],[19948],[20047],[20390],[20433],[21015],[21057],[21153],[22296],[22339],[22863],[23205],[23277],[23512],[23600],[23903],[24557],[24718],[25577],[25673],[25908],[26457],[26499],[26595],[26780],[26872],[26929],[27987],[28159],[29090],[29251],[29308],[29999],[30160],[30361],[30403],[30495],[31019],[31350],[31546],[31843],[32408],[32580],[32792],[33451],[34382],[34600],[34786],[34841],[35221],[35738],[36845],[37582],[37794],[38243],[38702],[39813],[42333]
   ]
cell #359 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [23856],[26170],[28566],[29626],[30690],[31974],[32987],[34009],[36166],[38217],
     [9487,21966,36339],[10425,23463,37284],[12021,25324,39160],[12292,25859,39253],[12464,26022,33115],[13222,27068,40229],[13577,27408,34182],[14040,27861,41036],[14369,28614,41274],[14433,28418,35354],[14998,28922,41891],[15297,29447,41973],[16325,30542,37246],[16613,30766,37191],[16884,23935,43343],[16979,31222,31312],[17243,31445,43552],[17493,32017,32031],[17583,32147,43747],[18564,32839,39215],[19042,33153,39457],[19371,26218,44803],[19435,26540,26554],[19655,26702,26792],[20000,34214,40147],[20288,34533,34617],[20299,27561,45502],[20728,35024,41084],[20804,35299,45764],[20888,28492,35420],[21339,35392,41324],[21876,36209,36223],[22535,36447,42155],[22583,36510,36590],[22785,29669,29683],[22875,29799,46691],[22954,30150,30234],[24184,38127,43520],[24914,38522,43785],[24962,38585,38665],[25248,38871,38885],[25408,32913,39281],[26096,26330,33181],[26246,33060,48133],[27116,34124,40292],[27318,34052,34066],[28717,41503,41578],[28832,35796,41668],[29495,36281,42036],[30616,30850,37312],
     [6896,18146,18171,32282,38897,44025],[7185,12165,18500,32654,33035,44263],[8374,20580,27798,27823,41006,45669],[9132,21588,21626,35637,41648,46056],[9392,15077,21930,35909,36235,46203],[10714,16757,23792,30738,37656,47207],[11216,17345,24389,31654,38440,47494],[11295,11406,17547,31717,32043,43699],[11733,25005,25100,32244,43945,43995],[12032,18335,25492,38981,39261,47820],[13482,20079,27372,34078,40501,48572],[13771,20432,27640,27726,40873,45565],[14204,14322,20972,35120,35400,45796],[15808,22637,29831,36365,36656,49327],[15887,15998,22839,29695,36719,46643],[16281,23107,23193,23204,42675,42755],[16624,23627,30934,37292,43071,49653],[19206,19324,26414,33161,39712,48165],[19489,19514,19625,26566,39984,44853],[22990,23028,23146,30130,42612,46729]
   ]
cell #360 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20240],[22503],[24882],[26020],[27036],[28416],[29415],[30540],[32837],[35022],
     [7179,18479,32712],[7968,19819,34033],[9334,21726,35816],[9598,22167,36190],[10404,23352,37274],[10708,23771,37714],[11035,24208,38109],[11429,24680,38424],[11973,25314,38899],[12271,25748,39243],[13163,26948,33999],[13424,27168,40408],[13688,27609,40782],[13765,27705,34707],[13929,27851,40992],[14348,28291,41264],[15238,29327,36156],[15547,22415,29616],[15627,29650,42199],[16021,30122,42514],[16275,23172,30324],[16565,30756,42989],[16826,31072,37839],[16863,31190,43333],[17211,31590,38207],[17343,31624,43642],[17704,24794,31964],[17784,31998,43829],[18931,33143,44521],[19011,33205,39614],[19350,33583,44793],[19424,26552,33708],[20578,34883,40979],[20978,28468,28478],[21228,35382,45899],[21308,35444,41481],[21594,35772,35782],[22492,29681,29924],[22635,36626,46586],[22930,22940,22996],[23432,37336,37367],[24482,24871,32029],[25098,38694,38744],[25498,32889,32899],[25828,39305,39336],[26072,26082,26420],[27025,34064,34307],[29015,29404,36221],[30592,30602,30940],[32365,32440,38883],
     [5024,14817,14882,28741,35766,41560],[5261,15178,15211,29213,35992,41875],[6875,18060,18118,32272,38839,43981],[7102,18383,18448,32563,32608,44155],[8205,20180,20213,34505,40584,45404],[8818,14252,14317,28142,28187,41166],[9073,21410,21506,28707,41496,41530],[9371,21844,21902,35899,35917,46159],[10631,23675,23740,37565,37610,47099],[10868,24036,24069,31270,43395,43426],[10955,17123,24146,24174,38079,43513],[11385,17461,17519,31707,31725,43655],[12908,19254,19319,33434,33479,44695],[13153,19648,26750,26829,40036,45010],[13461,27286,27344,40491,40509,48528],[14116,14172,20794,28080,35038,45757],[15977,22753,22811,36709,36727,46599],[16130,16252,23076,30188,37000,46773],[19118,19174,26236,33372,39630,48126],[19461,19604,26670,33633,39974,48268]
   ]
cell #361 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [16808,31102],[18993,33266],[21290,35505],[22353,36436],[23414,37397],[24732,38511],[25810,39366],[26886,40218],[29265,41962],[31560,43615],
     [5266,15171,29195],[7053,18285,32462],[7884,26732,26822],[8210,20173,34487],[8485,20710,34902],[9316,21756,35803],[10188,30154,30174],[10582,23577,37464],[10873,24029,31252],[11017,24301,38096],[11327,24592,38304],[11844,25208,38763],[12172,25610,39096],[12575,26152,39494],[12603,33185,33465],[12947,26582,33610],[13406,27198,40395],[13639,27511,34557],[13841,34852,34870],[14234,28188,41153],[14544,28548,41361],[14572,28173,35424],[14799,28787,41547],[15109,29125,41755],[15609,29743,42186],[15640,29986,36467],[15690,29781,36562],[15919,30034,42394],[16436,30509,42853],[16464,37316,37596],[16764,31052,43186],[17373,31611,38254],[17766,32091,43816],[17797,24544,38542],[17847,32129,38637],[17972,32176,38731],[18365,32609,44142],[18675,32806,44350],[18703,32594,39285],[18843,18904,39462],[19236,33480,44682],[19546,26630,44890],[19801,26977,45076],[19832,34369,40249],[19882,34164,40344],[20111,34417,45284],[20439,27672,45617],[21090,35235,45859],[21140,21201,41329],[21706,35752,41672],[22149,29356,46320],[22180,29077,41993],[22230,36321,42088],[22665,36613,42344],[23058,30189,46760],[23139,23211,42727],[23264,23325,42821],[23657,37611,47086],[23967,37808,47294],[24662,31859,47560],[25278,32395,44068],[25660,25721,44318],[26532,39827,48228],[27591,34648,48689],[27974,28003,45735],[28041,35087,48863],[28640,35626,46011],[30104,36861,49393],[31412,31434,47434],[33333,39679,50221]
   ]
cell #362 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [4710],[7114],[7654],[9267],[10249],[10290],[10643],[11781],[12167],[13083],[13357],[13700],[13741],[14737],[15046],[15432],[15757],[16373],[16551],[16759],[16944],[17572],[17914],[18303],[18612],[18790],[18857],[19762],[19949],[20048],[20434],[21010],[21058],[21154],[22110],[22297],[22341],[22864],[23206],[23278],[23283],[23595],[23904],[24082],[24558],[24655],[24720],[25578],[25674],[25679],[26452],[26500],[26596],[26781],[26874],[27552],[27988],[28161],[28254],[29091],[29253],[30000],[30097],[30162],[30356],[30404],[31020],[31121],[31548],[31618],[32409],[32582],[33453],[33546],[34383],[34787],[34877],[35740],[36620],[37584],[38738]
   ]
cell #363 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [20244],[22507],[24886],[26024],[27040],[28420],[29419],[30544],[32841],[35026],
     [7176,18504,32716],[8009,19814,34037],[9329,21730,35837],[9639,22162,36194],[10454,23356,37273],[10705,23796,37718],[11030,24212,38170],[11448,24675,38428],[11977,25313,38913],[12321,25752,39242],[13167,19775,33998],[13419,27172,40429],[13729,27604,40786],[13762,20403,34711],[13933,27850,41038],[14373,28295,41263],[15242,22123,36155],[15551,15583,29615],[15622,29654,42260],[16040,30117,42518],[16052,22929,23000],[16211,16272,30328],[16569,30755,43003],[16821,23831,37843],[16913,31194,43332],[17215,24361,38206],[17347,31645,43641],[17708,17740,31963],[17779,32002,43890],[18935,33142,44567],[18967,26071,26424],[19006,26113,39618],[19375,33587,44792],[19410,19419,33712],[20582,27789,40978],[20982,21264,28467],[21232,35381,45945],[21303,28509,41485],[21598,28894,35771],[22478,22487,29928],[22639,36647,46585],[23388,30591,30944],[23427,30633,37371],[24486,24857,24866],[25102,32210,38693],[25502,25784,32888],[25823,32930,39340],[27011,27020,34311],[29019,29390,29399],[32369,32426,32435],
     [4739,14247,14318,28124,28146,41227],[5065,14812,14883,28745,35606,35734],[5262,15230,21950,29208,35996,36053],[6531,17465,17518,31672,31706,43701],[6925,18064,18117,32271,38710,38814],[7143,18378,18449,32545,32567,38950],[7683,19249,19320,33416,33438,44756],[8206,20232,27392,34500,40588,40645],[8618,14176,20793,28079,35052,45758],[9077,14773,21409,28706,35569,41497],[9421,21848,21901,35864,35898,41702],[10060,22757,22810,36674,36708,46645],[10278,16131,23071,36982,37004,46834],[10672,23670,23741,37547,37569,43040],[10869,16973,31265,31296,37932,43430],[10959,10991,24145,24173,31377,43514],[12708,19178,26235,33371,39644,48127],[13052,19460,26674,39939,39973,48314],[13112,13154,26745,33801,33901,45014],[13511,27290,27343,40456,40490,45231]
   ]
cell #364 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5011],[7089],[8805],[10618],[11294],[12164],[12895],[14209],[15076],[15886],[16239],[16756],[18170],[18340],[19211],[19513],[20078],[20431],[21631],[23033],[23106],[23203],[23462],[23632],[23934],[25858],[26217],[26565],[26707],[27073],[27566],[27639],[28613],[29452],[29694],[29804],[30131],[30300],[30737],[31227],[32042],[32152],[33034],[33082],[33162],[34077],[34187],[34683],[35321],[35401],[36234],[36344],[36381],[37213],[37293],[37429],[38456],[38896],[39182],[39262],[39398],[40163],[40199],[41076],[41649],[41907],[41943],[42802],[43488],[43582],[43739],[43947],[44299],[45472],[45671],[45826],[46683],[47243],[47496],[48195],[49329]
   ]
cell #365 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13652,34544],[15731,36549],[17888,38624],[18854,39468],[19923,40331],[21151,41335],[22271,42075],[23275,42827],[25671,44324],[27985,45741],
     [5428,22340,36427],[5798,23180,37111],[6565,24555,43840],[6672,24719,38502],[7787,26593,39884],[7932,26873,40209],[8302,27713,40893],[8760,28160,41374],[9455,29088,46344],[9562,29252,41953],[10094,29997,42210],[10201,30161,36890],[10412,23282,37354],[10549,23779,37676],[10776,31113,43243],[11139,31547,43606],[11939,32406,47765],[12119,32581,44363],[12279,25678,39323],[12416,18487,32674],[12670,33277,44558],[12850,33452,39507],[13184,27209,40401],[13230,19760,34137],[13545,34380,45100],[13852,34876,45693],[14356,28253,41468],[14639,35516,45936],[14758,21615,28845],[14921,35739,46110],[15204,21974,29186],[15259,21767,35809],[15305,22108,36294],[15568,29754,42192],[16287,30777,37474],[16531,37408,46962],[16711,37583,42866],[16871,31120,37826],[17048,24117,31425],[17232,24312,38102],[17384,31617,43771],[17591,24653,38678],[17725,32102,43822],[17983,38737,47717],[17990,25178,32352],[18324,25421,25519],[18526,25335,32472],[18770,39377,47960],[18861,33223,39551],[19358,33545,39601],[19641,26800,33879],[20206,27416,34478],[20307,27550,34630],[20658,27931,34959],[20815,28032,28051],[20901,20999,21031],[21158,35462,41418],[21431,28650,35617],[21774,29002,29095],[22676,36619,42141],[22883,30095,36603],[23017,30247,30377],[23616,30863,30961],[24062,31320,38010],[24469,24562,24594],[26257,33324,33343],[26343,26441,26473],[26600,33695,33820],[27216,34294,34387],[29911,30004,30036]
   ]
cell #366 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13653,34546],[15732,36551],[17889,38626],[18855,39434],[19924,40333],[21152,41301],[22272,42077],[23276,42793],[25672,44290],[27986,45725],
     [5429,22342,36405],[6673,24721,38480],[7933,26875,33923],[7959,26928,27089],[8761,28162,41194],[9563,29254,36080],[9589,29307,29468],[10202,30163,42570],[10282,23181,42716],[10413,30498,30652],[11140,31549,38137],[11345,24556,43676],[11420,31842,32168],[12120,32583,44183],[12280,32795,32949],[12851,33454,44723],[12987,26594,44830],[13679,27582,34599],[13733,27714,45606],[13853,34842,41013],[14225,28215,28247],[14357,35224,35523],[14922,35741,41588],[15127,29089,46180],[15202,21977,36034],[15937,29998,46620],[16012,29820,36844],[16543,23780,43175],[16712,37585,47127],[16848,31114,47234],[16872,31152,37797],[17050,31384,31403],[17385,38244,38447],[17423,31758,31789],[17984,38703,44002],[18193,32407,47749],[18356,25390,32636],[18488,18782,39085],[19064,33278,48094],[19227,33507,33539],[19359,33284,39816],[19639,26803,40109],[19695,27210,45224],[20129,34381,48549],[20204,27419,40626],[20817,35059,35078],[21361,35517,48979],[21433,28631,35576],[21486,21647,28814],[21768,22043,41695],[21806,28973,35950],[22395,29755,46517],[22677,36372,42334],[22715,36760,36791],[23049,30216,37105],[23223,30779,43010],[23485,37409,49582],[23648,30832,37638],[24060,31323,43468],[24281,24313,43573],[24774,32103,47642],[25056,25210,32323],[25337,25619,38920],[25881,39378,50152],[25978,33225,44574],[26259,39651,39670],[26632,33666,40056],[27248,34265,40542],[27902,27933,41045],[28374,35464,45952]
   ]
cell #367 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [23823],[26105],[28501],[29620],[30625],[31968],[32922],[34003],[36160],[38211],
     [9503,21964,36045],[10426,23372,37278],[11993,25318,38911],[12293,25768,39247],[13134,26790,33793],[13220,26971,34029],[13593,27406,40637],[13949,27855,41004],[14370,28311,41268],[14965,21722,41676],[15295,29350,36186],[16068,30144,36970],[16292,30536,30538],[16585,30760,43001],[16885,31210,43337],[16995,31310,37924],[17146,24204,43529],[17581,31853,38420],[18531,32833,32835],[18866,26016,26018],[18951,33147,44533],[18983,33175,33404],[19372,33603,44797],[19402,26550,26605],[19967,27164,45205],[20260,34527,40752],[20297,34642,40778],[20663,35018,35020],[20798,35050,41134],[21163,28412,28414],[21248,35386,45911],[21280,28112,35414],[22438,29646,46473],[22470,29679,30009],[22523,36504,42301],[22873,36855,42510],[23404,37306,37535],[24178,38077,38091],[24567,24849,32027],[24817,31994,47598],[24902,38579,43931],[25183,32418,38881],[25800,32533,39275],[26240,39642,44663],[27003,34062,34392],[27056,40286,40314],[28711,35567,41542],[28910,35722,41662],[29100,29382,36219],[29435,42030,42058],
     [6897,11899,18080,32276,32348,43993],[7198,18466,18501,32732,39066,44257],[9130,14857,21529,28737,35680,46033],[9393,15164,21864,35903,35975,46171],[10333,23194,30344,30428,42669,46875],[10727,23758,23793,37734,43156,47201],[11382,11407,17481,31711,31783,43667],[11700,17938,25094,25096,38684,43969],[12030,18423,25433,32559,39024,47797],[13024,19626,26690,33691,39978,48280],[13483,20166,27306,40495,40567,48540],[13784,27692,27727,34727,45559,45587],[13864,20543,20574,20576,40969,40980],[14292,14320,20913,28138,35163,45773],[15974,15999,22773,36713,36785,46611],[16105,23144,30259,36928,36996,49431],[16622,23715,30875,37561,43114,49630],[17339,17341,17396,24447,38225,43632],[19294,19322,26355,33430,39755,48142],[22631,22633,22688,29889,42315,46576]
   ]
cell #368 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [16841,31064],[19057,33197],[21354,35436],[22424,36430],[23478,37328],[24803,38505],[25874,39297],[26957,40212],[29336,41956],[31599,43609],
     [5892,16438,30579],[7270,18677,32876],[7393,25981,26012],[7951,19797,34025],[8834,21092,35274],[8890,28377,28408],[9581,22145,36182],[10382,23226,30532],[10799,23969,37878],[11329,24521,38353],[11338,31761,32021],[11412,24658,38416],[11846,25137,38812],[12193,25539,39135],[12249,25622,32829],[12924,26534,39866],[12980,26544,33669],[13671,27587,40774],[14055,27905,35014],[14125,28035,41120],[14213,28487,35103],[14230,28134,41185],[14795,28733,41579],[15111,29054,41804],[15120,35953,36213],[15194,29510,41867],[15921,29963,42443],[15930,29673,36763],[16004,30100,42506],[16268,37070,37158],[16785,30981,43225],[17132,31428,38063],[17335,24443,43624],[17934,25090,43950],[18186,32326,38875],[18256,32760,44109],[18344,32908,38964],[18361,32555,44174],[19127,33327,44649],[19215,26091,39695],[19232,33426,44714],[19548,33747,39937],[19557,19631,40028],[20113,34346,45333],[20122,34056,40545],[20196,27131,45396],[20460,34748,40852],[20539,20570,40961],[20617,34951,45716],[21515,35620,41514],[21635,35791,41613],[21718,36071,46128],[22627,29885,46568],[22949,23037,42595],[23054,36992,42561],[23548,30463,47053],[23636,30611,43054],[23653,37557,47118],[23978,24052,43387],[24200,38128,47456],[26059,33106,48085],[27077,34103,45142],[27160,33914,48497],[27482,27570,45485],[28455,35345,48970],[29456,36260,46386],[29642,36396,49289],[29720,29808,46553],[31990,38471,49958],[32068,32156,47678]
   ]
cell #369 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5804],[7849],[8308],[8765],[10206],[10555],[10838],[12124],[12422],[12855],[13245],[13390],[13657],[14926],[15320],[15465],[15736],[16314],[16351],[16716],[17014],[17606],[17893],[18017],[18492],[18553],[18590],[18888],[19673],[19928],[20322],[20685],[21036],[21185],[21464],[21801],[22021],[22276],[22373],[22898],[23185],[23309],[23784],[23882],[24259],[24393],[24589],[24621],[24752],[25205],[25368],[25705],[26478],[26627],[27243],[27718],[27827],[28193],[28225],[28280],[28792],[29122],[29835],[30031],[30063],[30194],[30810],[31147],[32248],[32614],[32701],[33485],[33517],[33572],[33847],[34414],[37083],[37138],[37616],[37703],[40920]
   ]
cell #370 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [16812,37775],[18997,39581],[21294,41448],[22356,42178],[23418,42940],[24735,43808],[25814,44437],[26889,45068],[29268,46312],[31563,47485],
     [7860,26736,40117],[9514,29129,29199],[10179,30177,42539],[10849,31256,37953],[11990,32478,32486],[12529,25956,44512],[12594,33468,44544],[12951,33644,44814],[13604,34421,34491],[13630,34560,40697],[13946,34965,34973],[14498,28352,45890],[14563,28176,45922],[14962,28951,35818],[15644,36738,46487],[15681,36565,42274],[16390,30476,46916],[16455,37599,46948],[16582,37480,37488],[17143,31527,38151],[17478,31692,31813],[17801,31736,47612],[17838,38640,43904],[18077,25080,38834],[18629,32773,47914],[18694,32597,47946],[18948,39557,39565],[19805,26968,45131],[19836,40520,48416],[19873,40347,45164],[19964,34243,40410],[20514,27770,40983],[20762,34989,48850],[20910,35092,35192],[21245,41424,41432],[21526,28670,41602],[21697,35755,49059],[21861,28997,35884],[22153,29347,46375],[22184,35928,49186],[22221,42091,46408],[22435,36529,42241],[22770,36694,36815],[23130,37126,37166],[23297,23369,42924],[24131,38088,49871],[24418,31626,38228],[24666,31850,47667],[24814,38604,43871],[25034,32191,43972],[25282,38850,50023],[25430,32492,38953],[25547,25601,32689],[25693,25765,44421],[26352,39684,39784],[26687,39959,40080],[27303,34289,40476],[27595,34639,45474],[27663,34756,40908],[28065,35047,48919],[28268,28308,46004],[28664,41539,50704],[29860,36628,42318],[30108,36852,46542],[30256,42584,42684],[30872,37494,43043],[30989,31043,37691],[31135,31207,43318],[33357,39639,48034],[33560,33600,44626]
   ]
cell #371 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [5805],[7846],[8309],[10177],[10556],[10835],[12423],[12592],[13246],[13387],[13628],[14561],[15321],[15462],[15679],[16309],[16350],[16453],[17015],[17607],[17836],[18548],[18589],[18692],[18883],[19672],[19871],[20323],[20680],[21035],[21180],[21695],[22020],[22219],[22372],[22899],[23128],[23304],[23881],[24258],[24392],[24584],[24751],[25078],[25200],[25599],[25700],[26477],[26622],[27661],[27826],[28192],[28275],[28672],[28791],[28995],[29117],[29834],[30026],[30193],[31041],[31142],[31811],[32247],[32494],[32613],[32696],[33484],[33567],[34287],[34409],[35194],[36813],[37133],[37496],[37615],[37698],[39786],[40078],[40915],[42686]
   ]
cell #372 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [13624,34548],[15675,36553],[17832,38628],[18850,39470],[19867,40335],[21147,41337],[22215,42079],[23271,42829],[25667,44326],[27981,45743],
     [5807,23124,37144],[7201,25525,25595],[7764,26589,39886],[8311,27657,34734],[9335,28927,28964],[9805,22344,42173],[9864,29993,42212],[10173,30165,42534],[10730,30967,31037],[10753,31109,37751],[11036,31450,31540],[11549,24723,43803],[11608,24551,43842],[11968,25339,32468],[12588,33456,44539],[12622,33273,39532],[13256,26877,45063],[13315,34376,45102],[13425,34219,34256],[13924,27935,34955],[14253,28122,28250],[14557,28164,45917],[14591,35512,41399],[14818,21489,35732],[15331,29256,46307],[15390,29084,46346],[15628,36452,36542],[16421,23347,42906],[16449,37587,46943],[16483,37404,42891],[16560,30781,37470],[17052,24113,38083],[17308,31551,47480],[17456,31674,31785],[17785,38527,38617],[18055,25052,38816],[18222,32402,47767],[18384,25393,32543],[18660,25743,44403],[18688,32585,47941],[18722,39373,44388],[18926,33227,39547],[19255,33414,33542],[19593,33869,33907],[19750,19820,40324],[20527,34878,48828],[20819,28047,35042],[21075,28286,45986],[21223,35466,41414],[21435,28646,41534],[21691,35743,49054],[21839,28969,35866],[21956,22006,29176],[22098,22168,42068],[22748,36676,36787],[23077,36980,37108],[23676,30835,37545],[23952,31185,43300],[24014,31302,38000],[24431,31619,47576],[24643,24681,43941],[25047,38739,50001],[26261,33339,39634],[26517,33578,44608],[26665,39941,40052],[27281,34261,40458],[27398,27448,34468],[27540,27610,40762],[29873,36621,46451],[30085,30123,42311]
   ]
cell #373 :
  |C| = 280
  W-rep = phi[20,10]+phi[80,7]+2*phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 1 member(s)
     50 tau_infinity subcells with 3 member(s)
     20 tau_infinity subcells with 6 member(s)
  subcells = [
     [23827],[26109],[28505],[29624],[30629],[31972],[32926],[34007],[36164],[38215],
     [9484,21992,36049],[10473,23367,37282],[11988,25322,38929],[12340,25763,39251],[13276,26975,40228],[13574,27434,40641],[13944,27859,41054],[14392,28306,41272],[14969,28921,41688],[15351,29354,41972],[16296,23323,37245],[16580,30764,43019],[16932,31205,43341],[16976,24000,37928],[17150,31444,43566],[17609,31857,43746],[18535,25719,39214],[18870,18902,33114],[18946,33151,44583],[19394,33598,44801],[19406,26539,26609],[19579,19652,33797],[19971,34213,45217],[20255,27471,40756],[20353,34646,45501],[20667,28001,41083],[20802,35068,45763],[21167,21199,35353],[21243,35390,45961],[22442,36446,46510],[22474,29668,30013],[22518,29709,42305],[22901,36859,46690],[22938,22951,36974],[24182,31393,43519],[24571,24853,32016],[24821,38521,47635],[24897,32057,43935],[25187,32422,38870],[26080,26093,33408],[26244,39660,48132],[27007,34051,34396],[27051,34092,40318],[28116,28476,28489],[28715,35585,41502],[29104,29386,36208],[29430,36249,42062],[30600,30613,37539],[32537,32897,32910],[35726,35780,35793],
     [6550,17476,17548,31715,31751,43717],[6944,18075,18147,32280,38726,38865],[7186,18461,18523,32727,39070,39124],[8727,20917,20971,35119,35138,45810],[9186,21533,21587,35636,41516,41623],[9440,21859,21931,35907,35943,41718],[10079,22768,22840,36717,36753,46661],[10715,23753,23815,37729,43160,43214],[11187,17400,24388,31653,38237,47495],[11704,18031,25004,32243,38696,43946],[12086,25437,25491,38980,38999,44111],[12817,26359,26413,39711,39730,48179],[13071,19490,26685,33659,39982,48330],[13530,27301,27373,40499,40535,45247],[13772,20422,27687,34722,40841,45591],[13868,13900,27797,27822,34835,45670],[15779,22692,29830,36655,42327,49328],[16161,22989,30263,36903,42611,49468],[16230,16282,30339,30423,37059,46879],[16678,30879,30933,43070,43089,47055]
   ]
cell #374 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6881],[9377],[11391],[13467],[14219],[15173],[15983],[17432],[18350],[19221],[19610],[20175],[21641],[21815],[22724],[23043],[23642],[24031],[25219],[26641],[26717],[26824],[27083],[27257],[27576],[29462],[29814],[30156],[30295],[30661],[31161],[31237],[32162],[32958],[33187],[33293],[33608],[33768],[34197],[34678],[35426],[35532],[36354],[36395],[36465],[37318],[37424],[37899],[38470],[38540],[39287],[39393],[39427],[40177],[40247],[40372],[41294],[41674],[41921],[41991],[42116],[42786],[42816],[43596],[44066],[44283],[44313],[45045],[45645],[45718],[45840],[46009],[46289],[47257],[47432],[47543],[48209],[48658],[48861],[49376],[50219]
   ]
cell #375 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17434],[19574],[20470],[21817],[22726],[23089],[23848],[23995],[25221],[26130],[26643],[27148],[27259],[27458],[27622],[28526],[28689],[29138],[29527],[29696],[30650],[30663],[30720],[31163],[32044],[32219],[32511],[32947],[32960],[33017],[33047],[33295],[33932],[33981],[34079],[34430],[35211],[35286],[35534],[35846],[36089],[36138],[36236],[36414],[37178],[37513],[37962],[38114],[38146],[38362],[38400],[38489],[39147],[39444],[39803],[40126],[40438],[40730],[41023],[41203],[41311],[41565],[41597],[41851],[42452],[42490],[42579],[42703],[43686],[44012],[44192],[44732],[44840],[44948],[44986],[45380],[46190],[46630],[47136],[47390],[48559]
   ]
cell #376 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [26723],[27740],[30286],[31117],[31243],[31732],[33281],[33640],[34203],[34542],[34669],[35520],[35924],[36360],[36547],[36734],[37412],[37415],[37771],[38622],[38717],[38846],[39381],[39384],[39420],[39577],[40154],[40329],[40516],[41287],[41444],[41523],[41709],[41838],[41898],[42073],[42162],[42779],[42936],[43545],[43559],[43708],[43792],[44118],[44276],[44433],[44503],[44973],[45052],[45238],[45367],[45700],[45803],[45817],[45881],[46049],[46063],[46296],[46652],[46736],[47062],[47377],[47525],[47550],[47724],[47827],[48172],[48186],[48250],[48321],[48665],[49099],[49124],[49358],[49383],[49475],[49660],[50337],[50457],[50482],[51110]
   ]
cell #377 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11282],[15064],[15874],[18006],[18158],[19501],[19569],[20066],[21479],[21790],[21942],[23094],[23450],[23922],[23990],[24610],[25383],[25846],[26205],[26921],[27143],[27232],[27384],[27627],[28240],[28601],[29300],[29522],[29574],[30052],[30585],[30725],[30825],[31288],[31835],[31922],[32882],[33022],[33064],[33532],[33836],[33893],[33957],[34018],[34592],[34814],[35159],[35280],[35303],[36027],[36114],[36175],[36837],[36924],[37098],[37195],[37884],[38193],[38311],[38409],[39020],[39164],[39751],[39872],[39895],[40102],[40619],[40767],[41058],[41106],[41644],[41762],[42401],[42499],[43110],[43461],[43525],[44047],[44635],[45291],[46029]
   ]
cell #378 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [31678],[32218],[33781],[34806],[35845],[35870],[36680],[37018],[37790],[37912],[38361],[38820],[39596],[39945],[40385],[40437],[40462],[40685],[40800],[41159],[41463],[41553],[41812],[42129],[42262],[42451],[42910],[42955],[42960],[43304],[43892],[44148],[44407],[44452],[44457],[44486],[44612],[44688],[44947],[45031],[45082],[45152],[45341],[45864],[45990],[46275],[46326],[46396],[46463],[46766],[46890],[47092],[47351],[47444],[47454],[47566],[47588],[47888],[48039],[48305],[48359],[48695],[48830],[48883],[48924],[49018],[49028],[49140],[49399],[49421],[49793],[49903],[50003],[50056],[50241],[50282],[50498],[50736],[50861],[51014],[51375]
   ]
cell #379 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [5884],[7262],[8826],[10791],[11298],[12185],[12916],[14206],[15080],[15890],[16260],[16777],[18174],[18337],[19208],[19517],[20082],[20452],[21628],[23030],[23110],[23466],[23629],[23938],[24077],[25862],[26221],[26704],[27070],[27488],[27563],[27643],[28617],[29449],[29726],[29801],[30741],[31057],[31224],[32074],[32149],[33038],[33079],[33190],[34109],[34184],[35318],[35429],[36266],[36341],[36382],[37210],[37321],[38457],[39179],[39290],[40164],[41073],[41908],[43583]
   ]
cell #380 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8333],[10761],[12630],[13616],[14599],[15667],[16491],[17824],[18730],[18809],[19601],[19859],[21106],[22014],[22207],[23116],[23230],[24022],[24235],[25587],[25626],[25985],[26548],[27456],[27649],[27909],[28381],[28768],[28930],[29677],[31029],[31068],[31453],[31765],[32025],[32330],[33201],[33673],[34060],[34222],[35128],[35440],[35645],[35957],[36217],[36455],[36767],[37332],[38530],[38879],[38989],[39301],[39720],[40032],[40237],[40549],[41528],[41821],[41871],[41981],[42620],[43079],[43391],[43755],[43958],[44123],[45350],[45400],[45510],[45822],[46136],[46699],[47067],[47360],[47531],[48191],[48368],[48505],[49364],[49480],[50318]
   ]
cell #381 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13092],[16187],[16953],[17499],[19441],[19958],[20379],[20475],[21882],[22306],[22791],[23470],[23501],[23862],[23942],[25254],[25866],[25897],[26176],[26225],[26863],[27061],[27324],[27554],[28572],[28621],[28690],[29171],[29242],[29440],[29599],[29792],[30448],[30696],[31509],[31947],[32140],[32220],[32512],[32745],[32993],[33051],[33091],[33864],[33982],[34463],[34936],[35184],[35212],[35290],[35330],[35701],[35847],[36139],[36949],[37514],[37995],[38118],[38338],[38363],[38401],[38797],[39045],[39776],[39804],[39922],[40439],[40731],[41569],[41789],[41852],[42428],[42453],[42491],[42704],[43135],[44949],[44987],[45318],[45381],[47391]
   ]
cell #382 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17435],[18002],[19566],[21786],[21818],[22727],[23090],[23987],[24606],[25222],[26644],[27140],[27228],[27260],[27623],[28148],[28747],[29139],[29519],[30048],[30523],[30664],[30721],[31164],[32569],[32820],[32961],[33018],[33296],[33440],[33832],[33933],[33961],[34039],[34431],[34811],[35249],[35535],[36090],[36118],[36196],[36415],[37006],[37174],[37571],[37822],[37963],[38147],[38380],[38430],[38490],[39143],[39440],[39841],[40042],[40127],[40710],[40788],[41019],[41102],[41204],[41307],[41598],[41881],[42470],[42520],[42580],[43401],[43521],[43682],[44008],[44193],[44631],[44733],[44836],[45410],[46025],[46186],[46626],[47137],[48555]
   ]
cell #383 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [24473],[25058],[28975],[29006],[29915],[31791],[32356],[33699],[33777],[34267],[34298],[35125],[35642],[35983],[36793],[37022],[37358],[37830],[37908],[38986],[39327],[39605],[39717],[40058],[40234],[40381],[40575],[40804],[40942],[41472],[41978],[42125],[42152],[42617],[42927],[42964],[43076],[43321],[43417],[43752],[43782],[44424],[44461],[44491],[44629],[44928],[45001],[45042],[45130],[45473],[45507],[45793],[45869],[46007],[46256],[46286],[46374],[46541],[46696],[46726],[46895],[47332],[47473],[47513],[47666],[47817],[47893],[48033],[48162],[48238],[48625],[48840],[48918],[49047],[49087],[49346],[49650],[49870],[50013],[50445],[50703]
   ]
cell #384 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [6174],[8240],[9893],[10740],[11637],[12609],[13344],[14578],[15419],[15521],[16229],[16470],[17678],[18522],[18709],[19580],[19713],[20421],[20952],[21993],[22061],[22970],[23294],[23814],[24001],[24331],[25325],[25472],[25690],[26394],[27435],[27503],[27862],[28265],[28864],[29773],[30767],[30914],[31132],[31718],[32121],[32283],[32686],[33154],[33557],[34156],[35393],[35910],[36313],[36720],[37123],[37285],[37688],[39254],[39985],[40502],[40905],[41275],[43344],[44804]
   ]
cell #385 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6175],[8242],[9895],[10738],[11639],[12607],[13346],[14576],[15421],[15488],[16231],[16468],[17645],[18524],[18707],[19578],[19680],[20423],[20637],[21991],[22028],[22380],[22937],[23816],[23999],[24266],[24759],[25157],[25321],[26079],[27433],[27470],[27858],[28200],[28475],[28799],[29708],[30201],[30599],[30763],[31714],[32056],[32279],[32621],[32896],[33150],[33492],[34091],[35389],[35779],[35906],[36248],[36716],[37058],[37281],[37623],[38725],[39069],[39123],[39250],[39981],[40498],[40840],[41271],[41515],[41717],[43159],[43213],[43340],[43716],[44110],[44800],[45246],[45590],[45809],[46660],[46878],[47054],[48178],[48329],[49467]
   ]
cell #386 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6514],[9404],[10043],[11910],[13035],[13086],[13494],[14752],[15175],[16194],[16502],[16896],[16947],[17999],[18318],[18741],[19087],[19754],[19952],[20177],[20386],[21025],[21384],[21783],[22102],[22300],[22364],[23310],[23508],[23610],[24033],[24603],[24647],[24743],[25706],[25904],[25948],[26467],[26826],[26897],[26902],[27225],[27544],[27742],[28184],[28281],[28344],[29180],[29276],[29281],[30045],[30089],[30185],[30371],[30468],[31148],[31571],[31728],[31816],[32605],[32765],[33476],[33573],[33636],[33829],[33873],[34472],[34573],[34981],[35044],[35763],[35920],[36730],[36818],[37607],[38004],[38085],[38842],[39636],[40512],[41536]
   ]
cell #387 :
  |C| = 230
  W-rep = phi[60,8]+phi[80,7]+phi[90,8]
  special rep = phi[80,7] , dim = 80
  orbit = D4(a1)
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 80
     10 tau_infinity subcells with 2 member(s)
     70 tau_infinity subcells with 3 member(s)
  subcells = [
     [10748,31093],[12617,33257],[14586,35496],[15532,36390],[16478,37388],[17689,38465],[18717,39357],[19724,40172],[22072,41916],[24342,43591],
     [7449,18834,39431],[7759,26573,44827],[7847,19588,40088],[8946,21131,41298],[9859,29977,46617],[10178,22981,42555],[10438,23255,42790],[10836,24009,43447],[11603,24535,43673],[12305,25651,44287],[12593,26405,44708],[13285,26907,40302],[13310,34360,48546],[13388,27443,40605],[13629,27514,45445],[14086,27965,45722],[14562,20963,41179],[15360,29286,42046],[15385,29068,46177],[15463,22001,36013],[15680,29784,46535],[16310,30802,43014],[16369,23305,37379],[16454,30925,47112],[17073,31388,47446],[17618,31821,43919],[17837,32132,47660],[18217,32386,47746],[18549,25360,38924],[18608,25701,39348],[18693,25483,44168],[18884,33248,44578],[19674,34234,40420],[19872,34167,48464],[20362,34578,40740],[20505,27780,34839],[20681,27956,41049],[20840,35063,45866],[21054,28276,41493],[21181,35487,45956],[21456,35580,49020],[21696,28875,46095],[22022,28942,35828],[22220,36324,49234],[22374,36520,42251],[22910,36823,42289],[23129,30400,37134],[23900,31143,37851],[24260,31518,38161],[24409,31636,38241],[24494,24585,31812],[24753,38595,43881],[25025,32201,38700],[25079,25201,32377],[25574,25600,32697],[26282,39655,44488],[26496,33568,39626],[26623,33720,40079],[27662,34783,40916],[28100,28194,35193],[28671,28793,35710],[28996,29027,29118],[29851,36638,42331],[29936,30027,36814],[30195,36958,42685],[31016,31042,37699],[32493,32521,32615],[33392,33486,39785],[34288,34319,34410],[37495,37523,37617]
   ]
cell #388 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6515],[9405],[10044],[11911],[13036],[13495],[14753],[15176],[16195],[16503],[16897],[18007],[18319],[18742],[19088],[19564],[19755],[20178],[20387],[21026],[21385],[21791],[22103],[22365],[23509],[23611],[23985],[24034],[24611],[24648],[24744],[25905],[25947],[26468],[26827],[26898],[27138],[27233],[27545],[28185],[28343],[29181],[29277],[29517],[30053],[30090],[30186],[30372],[30467],[30521],[31572],[31727],[32606],[32764],[32818],[33477],[33635],[33837],[33874],[33963],[34473],[34809],[34980],[35247],[35764],[35919],[36120],[36729],[37608],[37820],[38005],[38058],[38382],[38841],[39839],[40511],[40712],[41115],[41509],[42472],[44644]
   ]
cell #389 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6519],[7855],[9409],[10048],[10284],[10844],[11915],[13040],[13396],[13499],[13735],[14757],[15180],[15471],[16379],[16507],[16545],[16901],[17995],[18323],[18618],[18746],[18784],[19092],[19697],[19733],[19759],[20182],[20473],[21030],[21064],[21389],[21779],[22045],[22081],[22107],[22397],[23222],[23615],[23910],[24038],[24283],[24599],[24626],[24652],[24776],[25618],[25977],[26472],[26506],[26831],[27221],[27523],[27549],[27901],[28031],[28217],[28373],[28816],[29185],[30041],[30068],[30094],[30218],[30376],[31424],[31757],[32322],[32638],[33323],[33509],[33665],[33825],[33878],[34477],[35616],[35949],[36759],[37640],[38009],[40541]
   ]
cell #390 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [6882],[9378],[11392],[13468],[14220],[15174],[15984],[17440],[18351],[19222],[19611],[20176],[21642],[21823],[22732],[23044],[23643],[24032],[25227],[26649],[26718],[26825],[27084],[27265],[27577],[29463],[29815],[30157],[30303],[30669],[31169],[31238],[32163],[32966],[33188],[33301],[33609],[33773],[34198],[34686],[35427],[35540],[36355],[36439],[36466],[37319],[37432],[37904],[38514],[38541],[39288],[39401],[39461],[40221],[40248],[40377],[41328],[41675],[41965],[41992],[42121],[42820],[42856],[43618],[44067],[44317],[44353],[45075],[45650],[45734],[45862],[46010],[46319],[47297],[47433],[47559],[48231],[48688],[48862],[49392],[50220]
   ]
cell #391 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [7189],[9483],[10718],[11985],[13573],[13775],[13941],[16285],[16577],[16975],[18943],[19651],[20252],[21240],[22515],[22948],[24894],[26090],[27048],[28486],[29427],[30610],[32907],[35790]
   ]
cell #392 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [7856],[10281],[10845],[11344],[12986],[13397],[13732],[15126],[15472],[15936],[16380],[16542],[16847],[18192],[18619],[18781],[19063],[19694],[19732],[20128],[20474],[21065],[21360],[21485],[21976],[22042],[22080],[22394],[23221],[23484],[23911],[24280],[24625],[24773],[25054],[25389],[25617],[25880],[25976],[26507],[26802],[26927],[27418],[27522],[27900],[28030],[28214],[28246],[28372],[28813],[28971],[29306],[30067],[30215],[30831],[31322],[31423],[31756],[31787],[31841],[32321],[32635],[33322],[33506],[33538],[33664],[34263],[34598],[35615],[35948],[36033],[36758],[36789],[36843],[37104],[37637],[40054],[40108],[40540],[40625],[43467]
   ]
cell #393 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [7858],[10279],[10847],[12956],[13399],[13730],[15474],[15649],[16439],[16540],[16817],[17806],[18678],[18779],[19002],[19690],[19796],[19841],[20476],[21093],[21299],[22038],[22144],[22189],[22390],[23225],[23423],[23970],[24276],[24657],[24769],[25287],[25621],[25819],[25980],[26535],[26741],[26923],[27586],[27904],[28034],[28210],[28376],[28693],[28809],[29204],[29302],[30099],[30211],[31261],[31427],[31760],[31837],[32214],[32325],[32515],[32631],[33326],[33502],[33668],[34496],[34594],[35215],[35619],[35841],[35952],[36029],[36762],[36839],[37517],[37633],[38357],[39807],[40104],[40433],[40544],[40621],[42447],[42707],[43463],[44943]
   ]
cell #394 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [20886],[23111],[24078],[25406],[26328],[26700],[27489],[27644],[28830],[29727],[30232],[30742],[30848],[31056],[31220],[32075],[32229],[32652],[33039],[33189],[34110],[34122],[34180],[34615],[35428],[35594],[35856],[36267],[36279],[36337],[36366],[36588],[37189],[37231],[37320],[37654],[38372],[38441],[38663],[38938],[39158],[39200],[39289],[39455],[40148],[40448],[40871],[41007],[41034],[41215],[41246],[41322],[41892],[42156],[42462],[42753],[43028],[43290],[43553],[43697],[43786],[43996],[44023],[44235],[44744],[44775],[44851],[44958],[45797],[46057],[46201],[46641],[46730],[46822],[46853],[47179],[47821],[48166],[48570],[48782],[49654]
   ]
cell #395 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [28105],[30312],[31348],[32526],[33397],[33757],[34570],[34695],[35593],[35715],[36575],[36963],[37441],[37528],[37765],[37888],[38650],[38719],[38937],[39059],[39410],[39571],[40307],[40357],[40361],[40745],[41214],[41438],[41711],[42051],[42101],[42105],[42138],[42294],[42781],[42809],[42930],[43027],[43149],[43710],[43768],[43924],[44278],[44306],[44427],[44505],[44743],[45028],[45240],[45580],[45690],[45702],[45833],[45883],[46272],[46460],[46654],[46821],[46868],[47250],[47451],[47527],[47585],[47714],[47726],[47857],[48202],[48252],[48323],[48880],[49025],[49101],[49360],[49418],[49491],[49690],[50053],[50238],[50459],[50590],[51011]
   ]
cell #396 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [14205],[18336],[19207],[21473],[21627],[23029],[23104],[23628],[25068],[25377],[25531],[26703],[27069],[27562],[27637],[28234],[28985],[29448],[29800],[30510],[30735],[30819],[30973],[31223],[31801],[32148],[32807],[33032],[33078],[33526],[34046],[34183],[34277],[34740],[35236],[35317],[36203],[36340],[36380],[36803],[37092],[37150],[37209],[37265],[37809],[38034],[38325],[38437],[38455],[39097],[39178],[39234],[39828],[39909],[40068],[40162],[40795],[41072],[41169],[41255],[41776],[41906],[42415],[42527],[42545],[42728],[43187],[43324],[43581],[43621],[44061],[44158],[44698],[44784],[45305],[45618],[45676],[46085],[46565],[47102],[47700]
   ]
cell #397 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [7955],[9585],[11416],[13675],[14223],[15198],[16008],[17430],[18354],[19225],[19635],[20200],[21645],[21813],[22722],[23047],[23646],[24056],[25217],[26639],[26721],[27087],[27255],[27580],[27736],[29466],[29818],[30293],[30659],[31085],[31159],[31241],[32166],[32956],[33218],[33291],[34201],[34514],[34676],[35457],[35530],[36358],[36393],[36491],[37349],[37422],[38468],[38566],[39318],[39391],[39428],[40175],[40273],[41295],[41919],[42017],[42787],[43594],[44284],[45719]
   ]
cell #398 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [16206],[19552],[20398],[20950],[22968],[23520],[23973],[24084],[25470],[25916],[26392],[27092],[27126],[27501],[27585],[28862],[29471],[29505],[29771],[29823],[30458],[30651],[30912],[31151],[32119],[32171],[32230],[32684],[32755],[32948],[33101],[33283],[33920],[34154],[34946],[35340],[35522],[35592],[35857],[36077],[36311],[36370],[36402],[37121],[37232],[37686],[38134],[38348],[38373],[38445],[38477],[38807],[38936],[39201],[39932],[40449],[40903],[41011],[41191],[41213],[41247],[41585],[41799],[42438],[42463],[42567],[43026],[43291],[44000],[44180],[44236],[44720],[44742],[44776],[44959],[45328],[46820],[46854],[47124],[47180],[48783]
   ]
cell #399 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [20887],[21471],[23105],[25375],[25407],[26329],[26701],[27638],[28232],[28831],[30233],[30736],[30817],[30849],[31221],[31716],[32281],[32653],[33033],[33524],[34047],[34123],[34181],[34616],[35908],[36204],[36280],[36338],[36589],[36718],[37090],[37190],[37264],[37283],[37655],[38035],[38438],[38664],[39159],[39233],[39252],[39456],[39983],[40146],[40500],[40796],[40872],[41035],[41254],[41273],[41323],[41890],[42154],[42528],[42674],[42754],[43323],[43342],[43551],[43619],[43698],[43784],[44024],[44262],[44783],[44802],[44852],[45564],[45674],[45795],[46055],[46202],[46563],[46642],[46728],[47206],[47698],[47819],[48164],[48571],[49652]
   ]
cell #400 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [28107],[28678],[30308],[32500],[32528],[33399],[33759],[34691],[35200],[35717],[36965],[37437],[37502],[37530],[37890],[38032],[38299],[38758],[39061],[39406],[39792],[40309],[40326],[40363],[40747],[40764],[41750],[42053],[42070],[42107],[42296],[42313],[42389],[42692],[42783],[42848],[42904],[43151],[43298],[43926],[43943],[44280],[44345],[44401],[44507],[44606],[44885],[45026],[45279],[45582],[45704],[45854],[45885],[45984],[46270],[46449],[46458],[46805],[46870],[47289],[47449],[47529],[47574],[47583],[47728],[47878],[48223],[48254],[48734],[48826],[48878],[49023],[49103],[49362],[49416],[49711],[49999],[50051],[50236],[50461],[51009]
   ]
cell #401 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [8332],[10759],[12628],[13617],[14597],[15668],[16489],[17825],[18728],[18840],[19599],[19860],[21137],[22012],[22208],[23117],[23261],[24020],[24541],[25588],[25657],[26579],[26913],[27454],[27650],[27971],[28933],[29074],[29292],[29983],[31030],[31099],[31456],[31827],[32392],[33263],[34225],[34366],[34584],[35131],[35502],[35648],[36019],[36458],[36829],[37394],[38533],[38992],[39363],[39723],[40094],[40240],[40611],[41984],[42623],[43082],[43453],[43758],[45513],[46702]
   ]
cell #402 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8334],[10762],[12631],[13615],[14600],[15666],[16492],[17823],[18731],[18808],[19602],[19858],[21105],[22015],[22206],[23115],[23229],[24023],[24234],[25586],[25625],[25984],[26547],[27457],[27648],[27908],[28380],[28767],[28929],[29676],[31028],[31067],[31452],[31764],[32024],[32329],[33200],[33672],[34059],[34221],[35127],[35439],[35644],[35956],[36216],[36454],[36766],[37331],[38529],[38878],[38988],[39300],[39719],[40031],[40236],[40548],[41527],[41820],[41870],[41980],[42619],[43078],[43390],[43754],[43959],[44122],[45349],[45399],[45509],[45821],[46137],[46698],[47066],[47359],[47532],[48190],[48367],[48506],[49365],[49479],[50319]
   ]
cell #403 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8707],[12066],[12797],[14893],[16141],[16200],[16658],[18010],[18459],[19559],[19895],[20333],[20392],[21474],[21794],[22243],[22600],[23302],[23514],[23751],[23980],[24614],[24979],[25378],[25698],[25910],[25969],[26931],[27133],[27236],[27685],[28235],[28273],[28365],[29310],[29512],[29555],[30056],[30421],[30489],[30494],[30820],[31140],[31352],[31749],[31845],[31903],[32694],[32786],[32791],[33527],[33565],[33657],[33840],[33938],[34602],[35002],[35140],[35220],[35941],[36095],[36751],[36847],[36905],[37093],[37131],[37696],[37793],[38174],[38230],[38863],[39001],[39732],[39812],[40533],[40913],[40985],[41625],[42320],[43091],[43974]
   ]
cell #404 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8708],[12067],[12798],[14749],[14894],[16142],[16659],[18011],[18315],[18460],[19560],[19896],[20334],[21022],[21795],[22244],[22601],[23099],[23303],[23607],[23752],[23981],[24615],[24980],[25699],[25970],[26464],[27134],[27237],[27632],[27686],[28274],[28366],[29513],[29556],[30057],[30368],[30422],[30490],[30730],[31141],[31750],[31904],[32695],[32787],[33027],[33566],[33658],[33841],[33939],[33986],[35003],[35141],[35942],[36096],[36143],[36752],[36906],[37132],[37217],[37697],[38029],[38175],[38405],[38864],[39002],[39186],[39733],[40534],[40735],[40914],[40965],[41232],[41626],[42495],[43092],[43276],[43628],[43954],[44761],[46572]
   ]
cell #405 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8710],[9141],[12041],[12069],[12800],[14331],[14896],[16144],[16633],[16661],[17477],[18076],[18462],[19333],[19562],[19898],[20336],[21860],[22246],[22603],[22769],[23101],[23155],[23368],[23754],[23983],[24982],[25764],[25972],[26686],[27136],[27302],[27634],[27688],[28307],[28368],[29515],[29554],[30340],[30424],[30492],[30732],[31206],[31752],[31902],[32728],[32789],[33029],[33599],[33660],[33937],[33988],[34723],[35005],[35139],[35944],[36094],[36145],[36754],[36904],[37215],[37730],[38031],[38173],[38407],[38866],[39000],[39184],[39731],[40536],[40737],[40964],[41230],[41624],[42497],[43090],[43274],[43627],[43953],[44759],[46571]
   ]
cell #406 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [8711],[10291],[12070],[12801],[13078],[13742],[14897],[16145],[16552],[16662],[16939],[18014],[18463],[18791],[19763],[19899],[19944],[20337],[21468],[21798],[22111],[22247],[22292],[22604],[23245],[23281],[23306],[23755],[24083],[24618],[24656],[24983],[25372],[25641],[25677],[25702],[26000],[26845],[27240],[27553],[27689],[27924],[28229],[28252],[28277],[28396],[29224],[29581],[30060],[30098],[30425],[30814],[31119],[31144],[31491],[31613],[31780],[31929],[32345],[32698],[33521],[33544],[33569],[33688],[33844],[34872],[35166],[35683],[35972],[36615],[36782],[36931],[37087],[37135],[37700],[38733],[39027],[39758],[40564],[40917],[43117]
   ]
cell #407 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [9136],[12036],[14326],[16628],[17443],[18457],[19328],[20890],[21826],[22735],[23150],[23749],[25230],[25410],[26332],[26652],[27268],[27683],[28834],[30236],[30306],[30419],[30672],[30852],[31172],[32969],[33304],[33631],[33770],[34126],[34619],[34689],[35543],[36283],[36488],[36592],[36881],[37031],[37435],[37901],[38563],[38667],[39404],[39475],[39498],[40270],[40374],[40813],[41342],[41365],[42014],[42118],[42169],[42834],[42857],[42973],[43799],[44089],[44331],[44354],[44470],[45059],[45089],[45748],[46101],[46303],[46333],[46925],[47414],[47476],[47573],[47688],[47923],[48702],[48819],[48905],[49406],[49756],[49892],[50263],[50850]
   ]
cell #408 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [9137],[12037],[14216],[14327],[16629],[17444],[18347],[18458],[19218],[19329],[21638],[21827],[22736],[23040],[23151],[23639],[23750],[25231],[26653],[26714],[27080],[27269],[27573],[27684],[29459],[29811],[30305],[30307],[30420],[30673],[31173],[31234],[32159],[32970],[33132],[33305],[33632],[34194],[34688],[34690],[35371],[35544],[36351],[36420],[36489],[36883],[37263],[37434],[37436],[38495],[38564],[39232],[39403],[39405],[39500],[40202],[40246],[40271],[41101],[41367],[41946],[41990],[42015],[42837],[42859],[43493],[43599],[43764],[44090],[44334],[44356],[45519],[45667],[45843],[46103],[46708],[47278],[47492],[47691],[48212],[49325]
   ]
cell #409 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [9497],[12159],[13587],[14977],[16751],[16989],[17158],[19665],[19979],[20426],[22450],[23198],[23835],[24829],[26117],[26557],[28513],[29686],[30637],[32034],[32934],[34069],[36226],[38888]
   ]
cell #410 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [9499],[12158],[13589],[14976],[16750],[16991],[17157],[19667],[19978],[20425],[22449],[23197],[23834],[24828],[26116],[26556],[28512],[29685],[30636],[32033],[32933],[34068],[36225],[38887]
   ]
cell #411 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10293],[13076],[13744],[14274],[16087],[16554],[16937],[18405],[18793],[19276],[19826],[19942],[20279],[21665],[22174],[22290],[22574],[23243],[23345],[23697],[24085],[24687],[24953],[25076],[25569],[25639],[25741],[25998],[26847],[27107],[27616],[27922],[28284],[28394],[28674],[28993],[29226],[29486],[29583],[30129],[30395],[30518],[31011],[31183],[31493],[31615],[31778],[31809],[31931],[32343],[32496],[32815],[33576],[33686],[34285],[34778],[34874],[35168],[35196],[35244],[35685],[35970],[36617],[36780],[36811],[36933],[37498],[37817],[38735],[39029],[39105],[39760],[39788],[39836],[40076],[40562],[42688],[42736],[43119],[43195],[45626]
   ]
cell #412 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10295],[13073],[13746],[16054],[16556],[16934],[17016],[18795],[18969],[19913],[19939],[20246],[20351],[21266],[22261],[22287],[22509],[22618],[23237],[23390],[23440],[23912],[24888],[24997],[25633],[25786],[25836],[25992],[26195],[26853],[27042],[27916],[28388],[28591],[28896],[29232],[29421],[29542],[29589],[30330],[30512],[31499],[31772],[31890],[31937],[32232],[32337],[32718],[32809],[33680],[34713],[34917],[35174],[35238],[35587],[35691],[35859],[35964],[36774],[36939],[37720],[37811],[38375],[38778],[38931],[39035],[39099],[39766],[39830],[40451],[40556],[41208],[42465],[42730],[43021],[43125],[43189],[44737],[44961],[45620],[46815]
   ]
cell #413 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10296],[10882],[13074],[13642],[13747],[15693],[16055],[16557],[16803],[16935],[17850],[18796],[18970],[18988],[19885],[19940],[20247],[21267],[21285],[22233],[22288],[22318],[22510],[23238],[23391],[23409],[24697],[24889],[25634],[25787],[25805],[25993],[26851],[27043],[27878],[27917],[28389],[28897],[29230],[29422],[29587],[30331],[30513],[31497],[31773],[31935],[32233],[32299],[32338],[32719],[32810],[33681],[34714],[35172],[35239],[35589],[35689],[35860],[35965],[36775],[36937],[37721],[37812],[38376],[38933],[39033],[39100],[39764],[39831],[40452],[40557],[41210],[42466],[42731],[43023],[43123],[43190],[44739],[44962],[45621],[46817]
   ]
cell #414 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11764],[15029],[17555],[20031],[20894],[21938],[22847],[24480],[25414],[26336],[26764],[27380],[28838],[29013],[29922],[30240],[30856],[31284],[32363],[33706],[33774],[33889],[34130],[34305],[34623],[36287],[36596],[36900],[37029],[37365],[37837],[37905],[38671],[39334],[39517],[39612],[39874],[40006],[40378],[40811],[41384],[41479],[42122],[42181],[42200],[42876],[42971],[43365],[43811],[43830],[44373],[44468],[44509],[45071],[45090],[45191],[45887],[46120],[46315],[46334],[46435],[46913],[46937],[47488],[47755],[47911],[47935],[48402],[48804],[48847],[48917],[49003],[49172],[49768],[49866],[49920],[50275],[50530],[50634],[50878],[51273]
   ]
cell #415 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17431],[17998],[21782],[21814],[22723],[24602],[25218],[26640],[26715],[27224],[27256],[28143],[28742],[29135],[30044],[30294],[30660],[31160],[31235],[32564],[32957],[33292],[33435],[33828],[34034],[34195],[34427],[34677],[35531],[36191],[36352],[36394],[37001],[37290],[37423],[37566],[37959],[38425],[38469],[39259],[39392],[39426],[40037],[40123],[40176],[40222],[40783],[40944],[41183],[41280],[41293],[41876],[41920],[41966],[42515],[42559],[42785],[43349],[43396],[43595],[43668],[43740],[44172],[44282],[44712],[44809],[44822],[45405],[45495],[45717],[45749],[46099],[46172],[46612],[46684],[47116],[47435],[47741],[48118],[48541],[49009]
   ]
cell #416 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [24478],[25063],[26722],[27737],[28980],[29011],[29920],[30291],[31086],[31242],[31796],[32361],[33219],[33704],[34202],[34272],[34303],[34513],[34674],[35130],[35458],[35647],[35988],[36359],[36490],[36798],[37350],[37363],[37420],[37835],[38565],[38991],[39319],[39332],[39389],[39415],[39610],[39722],[40063],[40159],[40239],[40272],[40580],[41282],[41477],[41903],[41983],[42016],[42167],[42622],[42774],[43081],[43422],[43540],[43564],[43757],[43797],[44271],[44498],[44933],[45006],[45512],[45695],[45808],[45876],[46044],[46068],[46261],[46701],[46741],[47337],[47520],[47719],[47832],[48177],[48245],[48630],[49094],[49353],[49665],[50452]
   ]
cell #417 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [10410],[12277],[14354],[16869],[17447],[18485],[19356],[20884],[21830],[22739],[23178],[23777],[25234],[25404],[26326],[26656],[27272],[27711],[28828],[30230],[30310],[30676],[30846],[31176],[31344],[32973],[33308],[33764],[34120],[34539],[34613],[34693],[35547],[36277],[36516],[36586],[37439],[37739],[37895],[38591],[38661],[39408],[39439],[39520],[40298],[40368],[41306],[41387],[42042],[42112],[42143],[42798],[42879],[43773],[44295],[44376],[45033],[45730],[46277],[47464]
   ]
cell #418 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [24476],[26724],[27741],[29009],[29918],[30289],[31118],[31244],[32223],[32359],[33282],[33702],[34204],[34301],[34541],[34672],[35521],[35600],[35850],[35986],[36361],[36546],[37361],[37413],[37418],[37833],[38366],[38621],[38944],[39330],[39382],[39387],[39417],[39608],[40157],[40192],[40328],[40442],[40578],[41221],[41284],[41475],[41901],[41936],[42072],[42165],[42456],[42776],[43034],[43420],[43542],[43562],[43732],[43795],[44273],[44500],[44750],[44952],[45004],[45465],[45697],[45806],[45878],[46046],[46066],[46236],[46676],[46739],[46828],[47522],[47721],[47830],[48175],[48247],[48345],[48605],[49096],[49355],[49663],[49833],[50454]
   ]
cell #419 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17429],[21812],[22721],[25064],[25216],[26638],[26716],[27254],[28684],[28981],[29133],[30292],[30658],[31158],[31236],[31797],[32506],[32955],[33290],[33976],[34196],[34273],[34425],[34675],[35206],[35529],[36133],[36353],[36392],[36799],[37291],[37421],[37508],[37957],[38395],[38467],[39260],[39390],[39429],[39798],[40064],[40121],[40174],[40223],[40725],[40945],[41181],[41281],[41296],[41846],[41918],[41967],[42485],[42557],[42698],[42788],[43350],[43593],[43671],[43741],[44170],[44285],[44710],[44810],[44825],[44981],[45375],[45496],[45720],[45750],[46097],[46175],[46615],[46685],[47114],[47385],[47436],[47744],[48119],[48544],[49010]
   ]
cell #420 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [10411],[12278],[14355],[16870],[17448],[18486],[19357],[20882],[21831],[22740],[23179],[23778],[25235],[25402],[26324],[26657],[27273],[27712],[28826],[30228],[30311],[30677],[30844],[31177],[31345],[32974],[33309],[33762],[34118],[34540],[34611],[34694],[35548],[36275],[36517],[36584],[37440],[37740],[37893],[38592],[38659],[39409],[39437],[39521],[40299],[40366],[41304],[41388],[42043],[42110],[42145],[42796],[42880],[43775],[44293],[44377],[45035],[45728],[46279],[47466]
   ]
cell #421 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [19573],[23086],[23994],[24539],[26577],[27147],[27619],[27745],[29072],[29526],[29981],[30682],[30717],[31097],[31182],[32390],[32979],[33014],[33261],[33314],[33929],[34111],[34364],[34604],[35500],[35553],[35601],[36017],[36086],[36268],[36411],[36577],[37179],[37392],[38143],[38486],[38652],[38714],[38945],[39148],[39361],[39419],[39445],[40092],[40193],[40609],[41024],[41200],[41222],[41286],[41312],[41594],[41706],[41937],[42576],[43035],[43451],[43544],[43687],[43705],[43733],[44013],[44189],[44729],[44751],[44841],[45235],[45466],[46048],[46191],[46237],[46631],[46649],[46677],[46829],[47133],[48318],[48346],[48560],[48606],[49834]
   ]
cell #422 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [24477],[25062],[26720],[28979],[29010],[29919],[30290],[31240],[31795],[32360],[33703],[34200],[34271],[34302],[34673],[34813],[35129],[35646],[35987],[36357],[36797],[37362],[37381],[37419],[37834],[37853],[38990],[39331],[39350],[39388],[39609],[39628],[39721],[40062],[40158],[40238],[40300],[40579],[40738],[41476],[41495],[41902],[41982],[42044],[42166],[42287],[42621],[42775],[43080],[43421],[43563],[43756],[43796],[43917],[44272],[44485],[44499],[44932],[45005],[45511],[45696],[45807],[45863],[45877],[46067],[46260],[46700],[46740],[47336],[47443],[47521],[47720],[47831],[48176],[48246],[48629],[49017],[49095],[49354],[49664],[50453]
   ]
cell #423 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [10879],[13638],[15689],[16805],[17846],[18990],[19881],[21287],[22229],[22348],[23138],[23411],[24727],[25609],[25807],[26729],[26881],[27671],[28168],[29192],[29260],[30169],[30504],[31051],[31249],[31555],[32459],[32589],[32801],[33460],[34484],[34552],[34899],[35230],[35747],[36557],[37461],[37591],[37803],[38301],[38632],[38760],[39091],[39491],[39822],[40339],[41358],[41752],[42083],[42391],[42722],[42850],[43181],[44347],[44887],[45281],[45612],[45856],[47291],[48225]
   ]
cell #424 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13790],[16832],[19017],[20234],[21314],[22497],[23438],[24876],[25834],[25927],[26756],[27030],[28323],[29219],[29409],[30318],[30447],[31276],[31470],[32706],[32744],[33090],[33615],[34511],[34701],[34935],[35329],[35662],[35808],[36472],[37708],[37746],[38101],[38337],[38547],[38796],[39527],[39921],[40254],[40400],[41158],[41394],[41552],[41788],[41998],[42191],[42427],[42886],[43821],[44073],[44147],[44383],[44687],[44923],[45081],[45317],[46024],[46213],[46251],[46325],[46765],[47091],[47327],[47565],[47693],[47788],[48582],[48620],[48694],[48892],[49068],[49398],[49621],[49810],[49907],[50250],[50352],[50426],[50865],[50923],[51314]
   ]
cell #425 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [19575],[20472],[23087],[23880],[23996],[24540],[26194],[26578],[27149],[27490],[27620],[28590],[29073],[29528],[29760],[29982],[30714],[30718],[31098],[32108],[32391],[33011],[33015],[33049],[33262],[33930],[34143],[34365],[35288],[35501],[35602],[36018],[36087],[36300],[36412],[37180],[37393],[38116],[38144],[38487],[38715],[38946],[39149],[39362],[39446],[40093],[40194],[40610],[41025],[41201],[41223],[41313],[41567],[41595],[41707],[41938],[42577],[43036],[43452],[43688],[43706],[43734],[44014],[44190],[44730],[44752],[44842],[45236],[45467],[46192],[46238],[46632],[46650],[46678],[46830],[47134],[48319],[48347],[48561],[48607],[49835]
   ]
cell #426 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [10880],[13640],[15691],[16806],[17848],[18991],[19883],[21288],[22231],[22349],[23140],[23412],[24728],[25611],[25808],[26730],[26882],[27673],[28169],[29193],[29261],[30170],[30505],[31053],[31250],[31556],[32460],[32590],[32802],[33461],[34485],[34553],[34900],[35231],[35748],[36558],[37462],[37592],[37804],[38302],[38633],[38761],[39092],[39492],[39823],[40340],[41359],[41753],[42084],[42392],[42723],[42851],[43182],[44348],[44888],[45282],[45613],[45857],[47292],[48226]
   ]
cell #427 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10881],[13641],[15692],[16804],[17849],[18989],[19884],[21286],[22232],[22319],[23141],[23410],[24698],[25612],[25806],[26728],[26852],[27674],[27879],[29191],[29231],[29588],[30140],[31054],[31248],[31498],[31936],[32300],[32456],[33171],[34483],[34523],[34896],[35173],[35410],[35690],[36500],[36938],[37302],[37458],[38298],[38575],[38757],[39034],[39271],[39488],[39765],[40282],[41355],[41658],[41749],[42026],[42388],[42665],[42847],[43124],[43968],[44208],[44253],[44344],[44884],[45278],[45555],[45853],[46017],[46146],[47152],[47197],[47288],[47541],[47781],[48222],[48515],[48755],[48885],[49374],[49511],[49614],[50243],[50328],[50916]
   ]
cell #428 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [10883],[13667],[15746],[16209],[16834],[17903],[19050],[19550],[19938],[20401],[21347],[22286],[22322],[22935],[23471],[23523],[23971],[24701],[25867],[25919],[26077],[26855],[27124],[27468],[27882],[28473],[29234],[29503],[29591],[29706],[30454],[30597],[31501],[31939],[32054],[32303],[32751],[32894],[33097],[34089],[34942],[35176],[35336],[35693],[35777],[36246],[36941],[37056],[37228],[38344],[38723],[38803],[39037],[39121],[39197],[39768],[39928],[40838],[41243],[41518],[41715],[41795],[42434],[43127],[43211],[43287],[43714],[44113],[44232],[44772],[45244],[45324],[45812],[46658],[46850],[47057],[47176],[48181],[48327],[48779],[49470]
   ]
cell #429 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11281],[15063],[15873],[18157],[19500],[19565],[20065],[21478],[21941],[23093],[23449],[23921],[23986],[25065],[25382],[25845],[26204],[26920],[27139],[27383],[27626],[28239],[28600],[28982],[29299],[29518],[29573],[30522],[30724],[30824],[31287],[31798],[31834],[31921],[32819],[33021],[33062],[33531],[33892],[33956],[33962],[34274],[34591],[34810],[35158],[35248],[35301],[36026],[36113],[36119],[36800],[36836],[36923],[37097],[37193],[37821],[38192],[38309],[38381],[39019],[39162],[39750],[39840],[39893],[40065],[40101],[40618],[40711],[41056],[41105],[41643],[41760],[42399],[42471],[43109],[43460],[43524],[44045],[44634],[45289],[46028]
   ]
cell #430 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11284],[11770],[15035],[15066],[15876],[17561],[18160],[19503],[20037],[20068],[20928],[21544],[21944],[22853],[23096],[23452],[23924],[25448],[25848],[26207],[26370],[26711],[26770],[26986],[27386],[27629],[28603],[29365],[29576],[30274],[30727],[30890],[31231],[31290],[31868],[31924],[33024],[33061],[33808],[33895],[33959],[34191],[34657],[35161],[35300],[36060],[36116],[36348],[36870],[36926],[37192],[37237],[37939],[38195],[38308],[39022],[39161],[39206],[39753],[39892],[40178],[40652],[40940],[41055],[41252],[41646],[41759],[41922],[42398],[43112],[43296],[43509],[43718],[44044],[44781],[45288],[45451],[45753],[46013],[46662],[48122]
   ]
cell #431 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11285],[11771],[15036],[15067],[15877],[17562],[18161],[19504],[20038],[20069],[20929],[21545],[21945],[22854],[23097],[23453],[23925],[25449],[25849],[26208],[26371],[26712],[26771],[26987],[27387],[27630],[28604],[29366],[29577],[30275],[30728],[30891],[31232],[31291],[31869],[31925],[33025],[33063],[33809],[33896],[33960],[34192],[34658],[35162],[35302],[36061],[36117],[36349],[36871],[36927],[37194],[37238],[37940],[38196],[38310],[39023],[39163],[39207],[39754],[39894],[40180],[40653],[40941],[41057],[41253],[41647],[41761],[41924],[42400],[43113],[43297],[43510],[43720],[44046],[44782],[45290],[45453],[45754],[46014],[46664],[48123]
   ]
cell #432 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11286],[13088],[15068],[15878],[16190],[16949],[18162],[19505],[19954],[20070],[20382],[21483],[21946],[22302],[23312],[23454],[23504],[23926],[25059],[25387],[25708],[25850],[25900],[26209],[26866],[26901],[26925],[27388],[27744],[28244],[28283],[28605],[28976],[29245],[29280],[29304],[29602],[30442],[30829],[31150],[31292],[31512],[31792],[31815],[31839],[31950],[32739],[33085],[33536],[33575],[33897],[34268],[34572],[34596],[34930],[35041],[35187],[35324],[35704],[36031],[36794],[36817],[36841],[36952],[37102],[38082],[38332],[38791],[39048],[39633],[39779],[39916],[40059],[40106],[40623],[41533],[41783],[42422],[43138],[43465],[45312]
   ]
cell #433 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [11765],[15030],[17439],[17556],[20032],[20895],[21822],[21939],[22731],[22848],[25226],[25415],[26337],[26648],[26765],[27264],[27381],[28839],[30241],[30302],[30668],[30857],[31168],[31285],[32965],[33300],[33772],[33775],[33890],[34131],[34624],[34685],[35539],[36288],[36438],[36597],[36901],[37431],[37903],[37906],[38513],[38672],[39400],[39459],[39518],[39875],[40220],[40376],[40379],[41326],[41385],[41964],[42120],[42123],[42201],[42818],[42855],[42877],[43617],[43831],[44315],[44352],[44374],[45073],[45091],[45649],[45732],[45861],[46121],[46317],[46335],[47296],[47430],[47557],[47756],[48230],[48686],[48859],[49004],[49390],[50217]
   ]
cell #434 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [12175],[15170],[16767],[18253],[20172],[20442],[20614],[23214],[23545],[24028],[26056],[26821],[27479],[28452],[29717],[30153],[32065],[33184],[34100],[35423],[36257],[37315],[39284],[41671]
   ]
cell #435 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [12177],[15167],[16769],[18247],[20169],[20444],[20608],[23216],[23539],[24025],[26050],[26818],[27473],[28446],[29711],[30148],[32059],[33179],[34094],[35418],[36251],[37310],[39279],[41666]
   ]
cell #436 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [12178],[15166],[16770],[18246],[20168],[20445],[20607],[23217],[23538],[24024],[26049],[26817],[27472],[28445],[29710],[30147],[32058],[33178],[34093],[35417],[36250],[37309],[39278],[41665]
   ]
cell #437 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13090],[16188],[16951],[17500],[19442],[19956],[20380],[21883],[22304],[22792],[23376],[23502],[23863],[25255],[25772],[25898],[26177],[26864],[26965],[27325],[27746],[28315],[28573],[28691],[29172],[29243],[29344],[29600],[30444],[30697],[31214],[31510],[31847],[31948],[32216],[32513],[32741],[32994],[33087],[33607],[33865],[33983],[34464],[34636],[34932],[35043],[35185],[35213],[35326],[35702],[35843],[36140],[36849],[36950],[37515],[37996],[38084],[38334],[38359],[38402],[38793],[39046],[39635],[39777],[39805],[39918],[40435],[40732],[41535],[41785],[41853],[42424],[42449],[42492],[42705],[43136],[44945],[44988],[45314],[45382],[47392]
   ]
cell #438 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13093],[13791],[16186],[16833],[16954],[19018],[19408],[19959],[20233],[20378],[21315],[22307],[22476],[22496],[23439],[23500],[23829],[24855],[24875],[25835],[25896],[25926],[26111],[26860],[27009],[27029],[28322],[28507],[29239],[29388],[29408],[29596],[30446],[30631],[31469],[31506],[31944],[32424],[32743],[32928],[33089],[33799],[33979],[34934],[35181],[35328],[35604],[35661],[35698],[36051],[36136],[36946],[37930],[38336],[38398],[38713],[38795],[38948],[39042],[39773],[39920],[40643],[40728],[41225],[41705],[41787],[41849],[42426],[42488],[43038],[43132],[43704],[44754],[44984],[45234],[45316],[45378],[46648],[46832],[47388],[48317]
   ]
cell #439 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13094],[13793],[16185],[16861],[16955],[19077],[19407],[19960],[20265],[20377],[21374],[22308],[22475],[22560],[23498],[23499],[23828],[24854],[24939],[25894],[25895],[25930],[26110],[26859],[27008],[27093],[28326],[28506],[29238],[29387],[29472],[29595],[30450],[30630],[31473],[31505],[31943],[32423],[32747],[32927],[33093],[33798],[33978],[34938],[35180],[35332],[35603],[35665],[35697],[36050],[36135],[36945],[37929],[38340],[38397],[38711],[38799],[38947],[39041],[39772],[39924],[40642],[40727],[41224],[41703],[41791],[41848],[42430],[42487],[43037],[43131],[43702],[44753],[44983],[45232],[45320],[45377],[46646],[46831],[47387],[48315]
   ]
cell #440 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [20883],[21467],[25371],[25403],[26325],[28228],[28827],[30229],[30304],[30813],[30845],[31712],[32277],[32649],[33520],[33763],[34119],[34612],[34687],[35904],[36276],[36585],[36714],[37086],[37279],[37433],[37651],[37894],[38660],[39248],[39402],[39438],[39979],[40245],[40367],[40496],[40868],[41269],[41305],[41989],[42111],[42144],[42670],[42750],[42797],[42835],[43338],[43492],[43680],[43763],[43774],[44258],[44294],[44332],[44798],[44834],[45034],[45518],[45560],[45729],[45785],[45841],[46184],[46278],[46624],[46707],[46718],[47202],[47276],[47465],[47489],[47753],[47809],[48154],[48210],[48553],[48821],[49039],[49322],[49642],[49994]
   ]
cell #441 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [28108],[28679],[30313],[31349],[32501],[32529],[33400],[33760],[34571],[34696],[35201],[35718],[36576],[36966],[37442],[37503],[37531],[37764],[37891],[38300],[38651],[38759],[39062],[39411],[39570],[39793],[40310],[40358],[40364],[40748],[41437],[41751],[42054],[42102],[42108],[42135],[42297],[42390],[42693],[42784],[42849],[42929],[43152],[43765],[43927],[44281],[44346],[44426],[44508],[44886],[45025],[45280],[45583],[45687],[45705],[45855],[45886],[46269],[46457],[46806],[46871],[47290],[47448],[47530],[47582],[47711],[47729],[47879],[48224],[48255],[48735],[48877],[49022],[49104],[49363],[49415],[49712],[50050],[50235],[50462],[51008]
   ]
cell #442 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [13226],[15301],[17587],[20303],[20899],[21970],[22879],[24474],[25419],[26341],[26796],[27412],[28843],[29007],[29916],[30245],[30861],[31316],[32357],[33700],[33779],[34135],[34299],[34628],[34802],[36292],[36601],[37023],[37359],[37762],[37831],[37910],[38676],[39328],[39543],[39606],[40383],[40663],[40805],[41410],[41473],[42127],[42153],[42218],[42902],[42965],[43783],[43848],[44399],[44462],[44490],[45043],[45108],[45868],[46287],[46352],[46894],[47474],[47892],[48839]
   ]
cell #443 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [20885],[23109],[25405],[26327],[26699],[27642],[28682],[28829],[30231],[30740],[30847],[31219],[31355],[32228],[32504],[32651],[33037],[34121],[34142],[34179],[34614],[34635],[35204],[35855],[36278],[36299],[36336],[36587],[36608],[37188],[37230],[37351],[37506],[37653],[37823],[38371],[38662],[38683],[39157],[39199],[39320],[39454],[39598],[39796],[40149],[40447],[40870],[41033],[41245],[41321],[41465],[41893],[42137],[42157],[42461],[42696],[42752],[43289],[43554],[43696],[43767],[43787],[44022],[44234],[44774],[44850],[44957],[45689],[45798],[46058],[46200],[46640],[46731],[46852],[47178],[47713],[47822],[48167],[48569],[48781],[49655]
   ]
cell #444 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [13227],[15302],[17588],[20304],[20900],[21971],[22880],[24472],[25420],[26342],[26797],[27413],[28844],[29005],[29914],[30246],[30862],[31317],[32355],[33698],[33780],[34136],[34297],[34629],[34803],[36293],[36602],[37021],[37357],[37763],[37829],[37911],[38677],[39326],[39544],[39604],[40384],[40665],[40803],[41411],[41471],[42128],[42151],[42220],[42903],[42963],[43781],[43850],[44400],[44460],[44492],[45041],[45110],[45870],[46285],[46354],[46896],[47472],[47894],[48841]
   ]
cell #445 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [20881],[25401],[26323],[28680],[28825],[30227],[30309],[30843],[32224],[32502],[32647],[33761],[34117],[34610],[34692],[35202],[35851],[36274],[36583],[37226],[37438],[37504],[37649],[37892],[38033],[38367],[38658],[39195],[39407],[39436],[39794],[40327],[40365],[40443],[40765],[40866],[41241],[41303],[42071],[42109],[42146],[42314],[42457],[42694],[42748],[42795],[42905],[43285],[43299],[43678],[43776],[43944],[44230],[44292],[44402],[44607],[44770],[44832],[44953],[45036],[45727],[45787],[45985],[46182],[46280],[46450],[46622],[46720],[46848],[47174],[47467],[47575],[47751],[47811],[48156],[48551],[48777],[48827],[49041],[49644],[50000]
   ]
cell #446 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [13231],[15306],[17592],[20308],[20902],[21975],[22884],[24471],[25422],[26344],[26801],[27417],[28846],[29004],[29913],[30248],[30864],[31321],[32354],[33697],[33782],[34138],[34296],[34631],[34807],[36295],[36604],[37020],[37356],[37791],[37828],[37913],[38679],[39325],[39597],[39603],[40386],[40686],[40802],[41464],[41470],[42130],[42150],[42263],[42956],[42962],[43780],[43893],[44453],[44459],[44493],[45040],[45153],[45871],[46284],[46397],[46897],[47471],[47895],[48842]
   ]
cell #447 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [23108],[26697],[27641],[28166],[30167],[30739],[31217],[31354],[32587],[33036],[33458],[34141],[34177],[34550],[34634],[35597],[35745],[36298],[36334],[36555],[36607],[37186],[37352],[37589],[37824],[38630],[38682],[38721],[38941],[39089],[39155],[39321],[39452],[39599],[40151],[40337],[41031],[41218],[41319],[41466],[41713],[41895],[42081],[42139],[42159],[42720],[42811],[43031],[43179],[43556],[43694],[43712],[43769],[43789],[44020],[44308],[44747],[44848],[45242],[45610],[45691],[45800],[45835],[46060],[46198],[46638],[46656],[46733],[46825],[47252],[47715],[47824],[47859],[48169],[48204],[48325],[48567],[49493],[49657],[49692],[50592]
   ]
cell #448 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [13787],[16827],[19012],[20235],[21309],[22498],[23433],[24877],[25829],[25954],[26751],[27031],[28350],[29214],[29410],[30319],[30474],[31271],[31734],[32707],[32771],[33642],[33970],[34506],[34702],[34987],[35811],[35926],[36127],[36736],[37709],[37773],[38104],[38389],[38848],[39579],[40403],[40518],[40719],[41161],[41446],[41555],[41840],[42194],[42479],[42938],[43824],[44150],[44435],[44690],[44975],[45084],[45369],[46328],[46768],[47094],[47379],[47568],[48697],[49401]
   ]
cell #449 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [13788],[16828],[19013],[20237],[21310],[22500],[23434],[24879],[25830],[25958],[26752],[27033],[28354],[29215],[29412],[30321],[30478],[31272],[31738],[32709],[32775],[33646],[33974],[34507],[34704],[34991],[35813],[35930],[36131],[36740],[37711],[37777],[38106],[38393],[38852],[39583],[40405],[40522],[40723],[41163],[41450],[41557],[41844],[42196],[42483],[42942],[43826],[44152],[44439],[44692],[44979],[45086],[45373],[46330],[46770],[47096],[47383],[47570],[48699],[49403]
   ]
cell #450 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [23112],[24081],[26698],[27521],[27645],[28167],[29791],[30168],[30743],[31087],[31218],[32139],[32588],[33040],[33251],[33459],[34174],[34178],[34551],[35490],[35746],[36331],[36335],[36368],[36556],[37187],[37382],[37590],[38443],[38631],[38722],[39090],[39156],[39351],[39453],[40150],[40338],[41009],[41032],[41320],[41519],[41714],[41894],[42082],[42158],[42721],[42812],[43180],[43555],[43695],[43713],[43788],[43998],[44021],[44114],[44309],[44849],[45243],[45611],[45799],[45813],[45836],[46059],[46199],[46639],[46657],[46732],[47058],[47253],[47823],[47860],[48168],[48182],[48205],[48326],[48568],[49471],[49494],[49656],[49693],[50593]
   ]
cell #451 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [13789],[16831],[19016],[20236],[21313],[22499],[23437],[24878],[25833],[25955],[26755],[27032],[28351],[29218],[29411],[30320],[30475],[31275],[31735],[32708],[32772],[33643],[33971],[34510],[34703],[34988],[35812],[35927],[36128],[36737],[37710],[37774],[38105],[38390],[38849],[39580],[40404],[40519],[40720],[41162],[41447],[41556],[41841],[42195],[42480],[42939],[43825],[44151],[44436],[44691],[44976],[45085],[45370],[46329],[46769],[47095],[47380],[47569],[48698],[49402]
   ]
cell #452 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [13792],[16860],[19076],[19576],[20266],[21373],[22561],[23085],[23497],[23997],[24940],[25893],[25931],[26546],[27094],[27150],[27618],[28327],[29473],[29529],[29675],[30451],[30716],[31066],[31474],[32023],[32748],[33013],[33094],[33199],[33926],[34058],[34939],[35333],[35438],[35666],[36083],[36215],[36408],[37330],[38140],[38341],[38483],[38800],[38877],[39299],[39925],[40030],[40190],[41197],[41526],[41591],[41792],[41869],[41934],[42431],[42573],[43389],[43730],[43960],[44121],[44186],[44726],[45321],[45398],[45463],[45820],[46138],[46234],[46674],[47065],[47130],[47533],[48189],[48343],[48507],[48603],[49366],[49478],[49831],[50320]
   ]
cell #453 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [14207],[14740],[18306],[18338],[19209],[21013],[21629],[23031],[23100],[23598],[23630],[24516],[25132],[25533],[26455],[26705],[27071],[27564],[27633],[29049],[29450],[29802],[29958],[30359],[30574],[30731],[30975],[31225],[32150],[32871],[33028],[33080],[33742],[33987],[34185],[34341],[34742],[35269],[35319],[36144],[36342],[36378],[37065],[37152],[37211],[37214],[37873],[38030],[38327],[38406],[38453],[39130],[39180],[39183],[39861],[39911],[40160],[40736],[40847],[41074],[41167],[41229],[41778],[41904],[42417],[42496],[42543],[43220],[43273],[43579],[43620],[44063],[44156],[44696],[44758],[45307],[45675],[46083],[46564],[47100],[47699]
   ]
cell #454 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [14208],[14741],[18307],[18339],[19210],[21014],[21630],[23032],[23599],[23631],[24517],[25133],[25534],[26456],[26706],[27072],[27565],[29050],[29451],[29803],[29959],[30299],[30360],[30575],[30976],[31226],[32151],[32872],[33081],[33743],[34186],[34342],[34682],[34743],[35270],[35320],[36343],[36379],[37066],[37153],[37212],[37428],[37874],[38328],[38454],[39131],[39181],[39397],[39862],[39912],[40161],[40198],[40848],[41075],[41168],[41779],[41905],[41942],[42418],[42544],[42800],[43221],[43487],[43580],[43738],[44064],[44157],[44297],[44697],[45308],[45471],[45666],[45824],[46084],[46682],[47101],[47241],[47491],[47690],[48193],[49324]
   ]
cell #455 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [14210],[16201],[18341],[19212],[19554],[20393],[21632],[23034],[23515],[23633],[23975],[25073],[25536],[25911],[26932],[27074],[27128],[27567],[28681],[28990],[29311],[29453],[29507],[29805],[30460],[30493],[30515],[30978],[31353],[31806],[31846],[32153],[32503],[32757],[32790],[32812],[33103],[33915],[34282],[34603],[34745],[34948],[35203],[35219],[35241],[35342],[36072],[36397],[36808],[36848],[37155],[37505],[37792],[37814],[38129],[38227],[38350],[38472],[38809],[39102],[39795],[39811],[39833],[39934],[40073],[40982],[41186],[41580],[41801],[42317],[42440],[42562],[42695],[42733],[43192],[43971],[44175],[44715],[45330],[45623],[47119]
   ]
cell #456 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [14211],[16204],[18342],[19213],[19555],[20396],[21633],[23035],[23518],[23634],[23976],[25074],[25537],[25914],[26996],[27075],[27129],[27568],[28675],[28991],[29375],[29454],[29508],[29806],[30461],[30516],[30555],[30979],[31356],[31807],[31878],[32154],[32497],[32758],[32813],[32852],[33104],[33917],[34283],[34667],[34746],[34949],[35197],[35242],[35250],[35343],[36074],[36399],[36809],[36880],[37156],[37499],[37815],[37854],[38131],[38229],[38351],[38474],[38810],[39103],[39789],[39834],[39842],[39935],[40074],[40984],[41188],[41582],[41802],[42319],[42441],[42564],[42689],[42734],[43193],[43973],[44177],[44717],[45331],[45624],[47121]
   ]
cell #457 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [14736],[18302],[20889],[21009],[23594],[24483],[25409],[25529],[26331],[26451],[28833],[29016],[29925],[30235],[30355],[30851],[30971],[32366],[33709],[33769],[34125],[34308],[34618],[34738],[36282],[36591],[37030],[37032],[37148],[37368],[37840],[37900],[38666],[39337],[39474],[39615],[39890],[40373],[40812],[40814],[41341],[41482],[42117],[42168],[42216],[42529],[42833],[42972],[42974],[43798],[43846],[44330],[44469],[44471],[44534],[45058],[45088],[45106],[45747],[45912],[46302],[46332],[46350],[46924],[46938],[47413],[47475],[47572],[47771],[47922],[47936],[48701],[48818],[48904],[49049],[49405],[49755],[49891],[49991],[50262],[50849]
   ]
cell #458 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [15186],[18456],[20188],[21762],[23748],[24044],[24307],[26837],[27204],[27682],[29749],[30418],[31108],[32097],[33272],[33630],[35511],[36487],[37403],[38562],[39372],[40269],[42013],[44088]
   ]
cell #459 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [15188],[18453],[20190],[21728],[23745],[24046],[24210],[26839],[27170],[27679],[29652],[30415],[31074],[32000],[33207],[33627],[35446],[36484],[37338],[38559],[39307],[40266],[42010],[44085]
   ]
cell #460 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [15189],[18451],[20191],[21724],[23743],[24047],[24206],[26840],[27166],[27677],[29648],[30413],[31070],[31996],[33203],[33623],[35442],[36480],[37334],[38555],[39303],[40262],[42006],[44081]
   ]
cell #461 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [15190],[18450],[20192],[21723],[23742],[24048],[24205],[26841],[27165],[27676],[29647],[30412],[31069],[31995],[33202],[33622],[35441],[36479],[37333],[38554],[39302],[40261],[42005],[44080]
   ]
cell #462 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17433],[19570],[21816],[22725],[23088],[23991],[25220],[26642],[27144],[27258],[27621],[28688],[29137],[29523],[30586],[30662],[30719],[31162],[32221],[32510],[32883],[32959],[33016],[33294],[33931],[33980],[34017],[34429],[34815],[35210],[35281],[35533],[35848],[36088],[36137],[36174],[36413],[37176],[37512],[37885],[37961],[38145],[38364],[38399],[38408],[38488],[39145],[39442],[39802],[39873],[40125],[40440],[40729],[40766],[41021],[41104],[41202],[41309],[41596],[41850],[42454],[42489],[42498],[42578],[42702],[43523],[43684],[44010],[44191],[44633],[44731],[44838],[44950],[44985],[45379],[46027],[46188],[46628],[47135],[47389],[48557]
   ]
cell #463 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [20471],[23879],[26193],[26725],[27492],[28589],[29762],[30287],[30713],[31245],[31733],[32110],[33010],[33054],[33641],[34145],[34205],[34670],[35293],[35925],[36302],[36362],[36735],[37185],[37416],[37772],[38121],[38847],[39154],[39385],[39451],[39578],[40155],[40517],[41030],[41318],[41445],[41524],[41572],[41839],[41899],[42163],[42937],[43560],[43693],[43793],[43962],[44019],[44119],[44434],[44847],[44974],[45053],[45368],[45804],[45818],[46064],[46140],[46197],[46297],[46637],[46737],[47063],[47378],[47535],[47551],[47828],[48173],[48187],[48509],[48566],[48666],[49125],[49368],[49384],[49476],[49661],[50322],[50338],[50483],[51111]
   ]
cell #464 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [19739],[22087],[24632],[27529],[27739],[28118],[29165],[30074],[31116],[31679],[32539],[33280],[33410],[33784],[33858],[34457],[34545],[35519],[35728],[35871],[36550],[36681],[36976],[37019],[37411],[37541],[37915],[37989],[38625],[38821],[39380],[39469],[39946],[40320],[40332],[40388],[40463],[40758],[40801],[41336],[42064],[42076],[42132],[42307],[42828],[42911],[42961],[43305],[43937],[44325],[44408],[44458],[44613],[45032],[45742],[45991],[46276],[46464],[47455],[47589]
   ]
cell #465 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [20467],[23845],[26127],[26906],[27463],[28523],[29285],[29701],[30647],[31683],[31820],[32049],[32944],[33119],[33815],[34084],[34577],[35105],[35358],[35875],[36012],[36067],[36241],[36685],[36822],[37051],[37250],[37946],[38825],[38966],[39116],[39219],[39697],[39950],[40087],[40467],[40604],[40659],[40833],[41088],[41615],[41686],[42597],[42915],[43056],[43206],[43309],[43446],[43539],[44412],[44617],[45144],[45215],[45487],[45995],[46388],[46483],[46555],[47608],[47680]
   ]
cell #466 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17994],[21778],[24479],[24598],[27220],[28113],[29012],[29131],[29921],[30040],[32362],[32534],[33405],[33705],[33771],[33824],[34304],[34423],[35723],[36971],[37028],[37364],[37536],[37836],[37902],[37955],[39333],[39611],[40007],[40119],[40315],[40375],[40753],[40810],[41478],[42059],[42119],[42180],[42302],[42541],[42854],[42970],[43366],[43810],[43932],[44351],[44467],[44510],[44546],[44812],[45070],[45072],[45192],[45648],[45860],[45888],[45924],[46314],[46316],[46436],[46485],[46914],[46950],[47295],[47487],[47556],[47610],[47912],[47948],[48229],[48414],[48685],[48848],[48858],[49061],[49184],[49389],[49867],[50021],[50216],[50700]
   ]
cell #467 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [17007],[20258],[22521],[23286],[23822],[24900],[25682],[26104],[27054],[28111],[28257],[28500],[29433],[29619],[30342],[30624],[31124],[31688],[31967],[32532],[32678],[32730],[32921],[33403],[33549],[33792],[34002],[34725],[35721],[35880],[36044],[36159],[36690],[36969],[37115],[37534],[37680],[37732],[37923],[38210],[38830],[38910],[39955],[40313],[40472],[40636],[40751],[40897],[41003],[42057],[42300],[42920],[43000],[43314],[43930],[44417],[44532],[44622],[45910],[46000]
   ]
cell #468 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [23287],[24076],[25683],[27487],[28258],[29725],[31060],[31125],[31689],[32073],[32679],[33193],[33550],[34108],[35099],[35432],[35881],[36265],[36426],[36691],[37075],[37116],[37324],[37681],[38501],[38831],[38960],[39140],[39293],[39691],[39956],[40024],[40208],[40473],[40857],[40898],[41609],[41863],[41952],[42591],[42921],[43050],[43230],[43315],[43383],[43605],[44098],[44418],[44623],[45138],[45392],[45481],[45686],[46001],[46382],[46549],[47042],[47674],[48055],[48940]
   ]
cell #469 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [33967],[34800],[36124],[37760],[38386],[39541],[40666],[40716],[41144],[41408],[41837],[42221],[42476],[42900],[43647],[43851],[44133],[44397],[44513],[44673],[44937],[44972],[45111],[45366],[45891],[46078],[46151],[46265],[46355],[46591],[46751],[46795],[46917],[47077],[47341],[47376],[47734],[47868],[47915],[48260],[48447],[48520],[48634],[48680],[48724],[48851],[49067],[49217],[49317],[49567],[49701],[49748],[49877],[49986],[50137],[50209],[50425],[50692],[50835],[51166]
   ]
cell #470 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [19738],[22086],[24631],[27528],[28117],[29164],[30073],[31681],[32538],[33409],[33857],[34456],[35727],[35873],[36683],[36975],[37540],[37988],[38823],[39948],[40011],[40319],[40465],[40757],[40930],[42063],[42306],[42639],[42913],[43249],[43307],[43370],[43936],[44410],[44564],[44615],[45196],[45419],[45529],[45942],[45993],[46440],[46472],[46495],[46968],[47019],[47597],[47620],[47966],[48017],[48043],[48401],[48424],[48928],[49171],[49194],[49531],[49890],[50101],[50629]
   ]
cell #471 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [29156],[32644],[34448],[35827],[37646],[37980],[38160],[40144],[40419],[40863],[42250],[42745],[43261],[43880],[44594],[44819],[45972],[46492],[46998],[47617],[47996],[48421],[49191],[50028]
   ]
cell #472 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [26909],[29288],[31823],[34580],[35106],[36015],[36825],[38273],[38967],[39698],[40090],[40607],[41616],[41724],[42363],[42598],[43057],[43449],[44031],[44859],[44909],[45145],[45253],[45488],[45640],[46389],[46556],[46779],[46975],[47238],[47263],[47313],[47681],[47973],[48098],[48105],[48485],[48647],[48708],[48983],[48990],[49255],[49270],[49298],[49586],[49593],[49939],[49967],[50156],[50163],[50179],[50369],[50397],[50662],[50772],[50800],[50952],[51140],[51222],[51464]
   ]
cell #473 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32670],[35101],[35980],[36006],[37672],[38962],[39052],[39693],[40572],[40598],[40889],[40949],[41611],[41677],[42593],[42646],[42771],[43052],[43142],[43414],[43440],[43478],[43530],[44904],[44998],[45024],[45140],[45206],[45431],[45483],[45536],[45573],[46384],[46474],[46507],[46551],[46716],[46861],[47026],[47216],[47308],[47599],[47632],[47676],[48024],[48063],[48065],[48232],[48436],[48480],[48948],[48950],[49206],[49250],[49276],[49551],[49553],[49945],[50121],[50123],[50375],[50723],[50778],[51189]
   ]
cell #474 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [17012],[20294],[22589],[23113],[23850],[24968],[26164],[26696],[27122],[27646],[28560],[29501],[29539],[30138],[30684],[30744],[31216],[31887],[32981],[33041],[33169],[33922],[34176],[34521],[34914],[35408],[36079],[36333],[36404],[36498],[37183],[37300],[38136],[38479],[38573],[38775],[39152],[39269],[39449],[40280],[41028],[41193],[41316],[41587],[41656],[42024],[42569],[42663],[42808],[43691],[43966],[44017],[44182],[44251],[44305],[44722],[44845],[45553],[45832],[46019],[46144],[46195],[46635],[47126],[47195],[47249],[47539],[47783],[47856],[48201],[48513],[48564],[48887],[49372],[49490],[49616],[49689],[50245],[50326],[50589],[50918]
   ]
cell #475 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [33973],[34799],[36130],[37759],[38392],[39540],[40664],[40722],[41146],[41407],[41843],[42219],[42482],[42899],[43645],[43849],[44135],[44396],[44511],[44675],[44936],[44978],[45109],[45372],[45889],[46080],[46149],[46264],[46353],[46589],[46753],[46793],[46915],[47079],[47340],[47382],[47732],[47866],[47913],[48258],[48449],[48518],[48633],[48682],[48722],[48849],[49064],[49219],[49319],[49565],[49699],[49746],[49869],[49988],[50135],[50207],[50422],[50690],[50827],[51158]
   ]
cell #476 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [20469],[23847],[26129],[27461],[28525],[29699],[30649],[32047],[32946],[33069],[33817],[34082],[35308],[36069],[36239],[37049],[37200],[37948],[38316],[39114],[39169],[39900],[40186],[40661],[40831],[41063],[41684],[41767],[41930],[42406],[43204],[43259],[43537],[43726],[44052],[44592],[45213],[45296],[45459],[45781],[45970],[46041],[46230],[46481],[46670],[46996],[47606],[47805],[47994],[48150],[48339],[48410],[48599],[49180],[49439],[49638],[49827],[49928],[50538],[50886]
   ]
cell #477 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [16358],[18597],[21043],[23889],[24080],[24490],[25563],[26485],[27520],[28106],[29023],[29790],[29932],[30315],[30389],[31005],[31090],[32138],[32373],[32527],[33254],[33398],[33716],[33758],[34173],[34315],[34698],[34772],[35493],[35716],[36330],[36389],[36964],[37375],[37385],[37444],[37529],[37847],[37889],[38464],[39344],[39354],[39413],[39622],[40171],[40308],[40362],[40746],[41489],[41915],[42052],[42106],[42295],[42782],[43590],[43925],[44279],[44506],[45703],[45884]
   ]
cell #478 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [27735],[31084],[33217],[34515],[35456],[36492],[37348],[38567],[39317],[39430],[40048],[40274],[41297],[41887],[42018],[42657],[42789],[43407],[43672],[44245],[44286],[44826],[45048],[45416],[45547],[45721],[46126],[46176],[46292],[46616],[47189],[47230],[47441],[47546],[47745],[48090],[48495],[48545],[48661],[48870],[48975],[49015],[49120],[49274],[49379],[49578],[49943],[50043],[50148],[50228],[50333],[50373],[50478],[50776],[50901],[51001],[51106],[51153],[51415],[51552]
   ]
cell #479 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32703],[36000],[36010],[37140],[37705],[38720],[38923],[39060],[40085],[40592],[40602],[40922],[41048],[41178],[41712],[42554],[42810],[43013],[43150],[43434],[43444],[43503],[43711],[44167],[44307],[44577],[44707],[45018],[45241],[45444],[45581],[45635],[45834],[45955],[46094],[46534],[46655],[46869],[47111],[47223],[47251],[47528],[47659],[47727],[47858],[48072],[48203],[48253],[48324],[48463],[48957],[49102],[49233],[49361],[49492],[49560],[49691],[50130],[50315],[50460],[50591],[50761],[51088],[51400]
   ]
cell #480 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [16356],[18595],[21041],[23887],[24488],[25561],[26483],[28110],[29021],[29930],[30387],[31003],[32371],[32531],[33402],[33714],[34313],[34770],[35720],[36968],[37037],[37373],[37533],[37845],[38020],[39342],[39620],[40004],[40312],[40682],[40750],[40819],[41487],[42056],[42237],[42299],[42979],[43233],[43363],[43867],[43929],[44476],[44519],[44548],[45127],[45189],[45897],[45926],[46371],[46433],[46465],[46923],[46952],[47590],[47921],[47950],[48394],[48857],[49164],[49883]
   ]
cell #481 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [25552],[29130],[30994],[32479],[34422],[34761],[34966],[37171],[37481],[37954],[39558],[40118],[40698],[41425],[42275],[42540],[43905],[44545],[45165],[45923],[46409],[46949],[47947],[49060]
   ]
cell #482 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [29154],[31685],[32646],[34446],[35877],[36687],[37648],[37978],[38827],[39110],[39952],[40142],[40469],[40865],[41831],[42643],[42741],[42747],[42917],[43200],[43311],[43501],[44091],[44414],[44619],[44821],[44908],[44966],[45360],[45533],[45631],[45637],[45679],[45997],[46494],[46709],[47023],[47035],[47225],[47312],[47370],[47619],[48021],[48048],[48056],[48074],[48423],[48484],[48638],[48933],[48941],[48959],[49193],[49254],[49281],[49544],[49562],[49950],[50030],[50114],[50132],[50380],[50716],[50783]
   ]
cell #483 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [17010],[20263],[22526],[23819],[24905],[26101],[27059],[28497],[29438],[29560],[30347],[30621],[31908],[32735],[32918],[33789],[33943],[34730],[35145],[36041],[36100],[36910],[37221],[37737],[37920],[38179],[38907],[39006],[39190],[39737],[40633],[40692],[41000],[41236],[41630],[42269],[42997],[43096],[43280],[43663],[43899],[43989],[44225],[44529],[44765],[45159],[45907],[46167],[46403],[46607],[46843],[46933],[47169],[47931],[48276],[48536],[48772],[48913],[49764],[50271]
   ]
cell #484 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [25553],[29128],[30995],[32454],[34420],[34762],[34894],[37172],[37456],[37952],[39486],[40116],[40673],[41353],[42228],[42538],[43858],[44543],[45118],[45921],[46362],[46947],[47945],[49058]
   ]
cell #485 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [29188],[32675],[33881],[34480],[35810],[37112],[37677],[38012],[38103],[39072],[39885],[40402],[40894],[40954],[41160],[41554],[41813],[42193],[42211],[43162],[43244],[43475],[43823],[43841],[44149],[44559],[44689],[45083],[45101],[45342],[45428],[45593],[45937],[46327],[46345],[46504],[46767],[46881],[46963],[47093],[47352],[47567],[47629],[47766],[47961],[48306],[48360],[48433],[48696],[48884],[49029],[49141],[49203],[49400],[49422],[49462],[49794],[50057],[50086],[50242],[50499],[50561],[51015],[51044]
   ]
cell #486 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [30501],[31342],[32798],[34537],[35227],[36514],[37741],[37800],[38281],[38589],[39088],[39522],[39819],[40296],[41139],[41389],[41732],[42040],[42172],[42371],[42679],[42719],[42881],[43178],[43802],[44039],[44128],[44267],[44378],[44668],[44867],[44918],[45062],[45261],[45569],[45609],[46073],[46246],[46306],[46746],[46983],[47072],[47211],[47271],[47322],[47479],[47775],[47981],[48113],[48442],[48615],[48675],[48825],[48998],[49212],[49312],[49608],[49981],[50183],[50666]
   ]
cell #487 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [16357],[18596],[21042],[23888],[24489],[25562],[26484],[28104],[29022],[29931],[30388],[31004],[32372],[32525],[33396],[33715],[34314],[34771],[35714],[36962],[37038],[37374],[37527],[37846],[38021],[39343],[39621],[39998],[40306],[40683],[40744],[40820],[41488],[42050],[42238],[42293],[42980],[43234],[43357],[43868],[43923],[44477],[44497],[44549],[45128],[45183],[45875],[45927],[46372],[46427],[46452],[46901],[46953],[47577],[47899],[47951],[48381],[48846],[49151],[49878]
   ]
cell #488 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [35999],[38296],[38755],[39058],[40591],[41747],[42386],[42845],[43148],[43433],[44342],[44882],[45017],[45276],[45579],[45851],[46802],[46812],[46867],[47286],[47421],[47519],[47875],[47885],[48220],[48244],[48290],[48296],[48731],[48741],[48796],[48872],[49093],[49131],[49352],[49410],[49708],[49718],[49732],[49778],[49784],[50019],[50032],[50045],[50204],[50230],[50416],[50451],[50489],[50509],[50624],[50687],[50711],[50819],[50836],[50977],[50990],[51003],[51167],[51247],[51263],[51350],[51477],[51520]
   ]
cell #489 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [37223],[38018],[39192],[40680],[41238],[42235],[43235],[43282],[43651],[43865],[44227],[44550],[44767],[45125],[45767],[45928],[46155],[46369],[46467],[46595],[46809],[46845],[46954],[47171],[47592],[47738],[47791],[47882],[47952],[48136],[48264],[48297],[48396],[48524],[48738],[48774],[49032],[49132],[49166],[49425],[49571],[49624],[49715],[49752],[49785],[49885],[50033],[50141],[50213],[50390],[50490],[50524],[50625],[50696],[50793],[50843],[50991],[51174],[51264],[51478]
   ]
cell #490 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [17009],[20262],[22525],[23821],[24904],[26103],[27058],[28499],[29437],[29564],[30346],[30623],[31912],[32734],[32920],[33791],[33947],[34729],[35149],[36043],[36104],[36914],[37225],[37736],[37922],[38183],[38909],[39010],[39194],[39741],[40635],[40696],[41002],[41240],[41634],[42273],[42999],[43100],[43284],[43665],[43903],[43991],[44229],[44531],[44769],[45163],[45909],[46169],[46407],[46609],[46847],[46935],[47173],[47933],[48278],[48538],[48776],[48915],[49766],[50273]
   ]
cell #491 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36038],[39080],[40113],[40630],[40953],[41678],[42711],[43170],[43472],[43477],[43531],[44813],[45207],[45430],[45601],[45775],[46035],[46475],[46486],[46506],[47217],[47600],[47611],[47631],[47799],[47844],[48066],[48144],[48404],[48415],[48435],[48951],[49107],[49174],[49185],[49205],[49433],[49464],[49554],[49632],[49677],[49922],[50022],[50088],[50124],[50309],[50465],[50532],[50563],[50577],[50637],[50702],[50755],[50880],[50946],[51046],[51082],[51093],[51197],[51276],[51329],[51394],[51557],[51596]
   ]
cell #492 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [36036],[38279],[39084],[40111],[40628],[41730],[42369],[42715],[43174],[43470],[44037],[44865],[45259],[45605],[45661],
     [16199,46785],[20391,48714],[23513,49599],[25909,50169],[26930,50387],[29309,50790],[30497,46981],[31351,47402],[31844,49957],[32794,47979],[34601,48645],[35223,48996],[36846,49288],[37796,47269],[39815,48111]
   ]
cell #493 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [16207],[17011],[19553],[20264],[20399],[20951],[22527],[22969],[23521],[23817],[23974],[24906],[25471],[25917],[26099],[26393],[27060],[27127],[27502],[28495],[28863],[29439],[29506],[29536],[29772],[30459],[30619],[30913],[31884],[32120],[32231],[32685],[32756],[32916],[33102],[33919],[34155],[34911],[34947],[35341],[35591],[35858],[36076],[36312],[36401],[37122],[37233],[37687],[38133],[38349],[38374],[38476],[38772],[38808],[38935],[39202],[39933],[40450],[40904],[41190],[41212],[41248],[41584],[41800],[42439],[42464],[42566],[43025],[43292],[44179],[44237],[44719],[44741],[44777],[44960],[45329],[46819],[46855],[47123],[47181],[48784]
   ]
cell #494 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [16208],[17013],[19551],[20295],[20400],[22590],[22936],[23522],[23849],[23972],[24969],[25918],[26078],[26163],[27123],[27125],[27469],[28474],[28559],[29502],[29504],[29538],[29707],[30455],[30598],[30683],[31886],[32055],[32752],[32895],[32980],[33098],[33921],[34090],[34913],[34943],[35337],[35778],[36078],[36247],[36403],[37057],[37229],[38135],[38345],[38478],[38724],[38774],[38804],[39122],[39198],[39929],[40839],[41192],[41244],[41517],[41586],[41716],[41796],[42435],[42568],[43212],[43288],[43715],[44112],[44181],[44233],[44721],[44773],[45245],[45325],[45811],[46659],[46851],[47056],[47125],[47177],[48180],[48328],[48780],[49469]
   ]
cell #495 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [16362],[18601],[21047],[23893],[24491],[25567],[26489],[28103],[29024],[29933],[30393],[31009],[32374],[32524],[33395],[33717],[34316],[34776],[35713],[36961],[37040],[37376],[37526],[37848],[38026],[39345],[39623],[39997],[40305],[40708],[40743],[40822],[41490],[42049],[42285],[42292],[42982],[43251],[43356],[43915],[43922],[44479],[44496],[44584],[45175],[45182],[45874],[45962],[46419],[46426],[46453],[46900],[46988],[47578],[47898],[47986],[48382],[48845],[49152],[49879]
   ]
cell #496 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [24475],[26719],[29008],[29917],[30288],[31239],[32222],[32358],[33701],[34199],[34300],[34671],[34812],[35599],[35849],[35985],[36356],[37360],[37380],[37417],[37832],[37852],[38365],[38943],[39329],[39349],[39386],[39607],[39627],[40156],[40191],[40301],[40441],[40577],[40739],[41220],[41474],[41494],[41900],[41935],[42045],[42164],[42288],[42455],[42777],[43033],[43419],[43561],[43731],[43794],[43918],[44274],[44487],[44501],[44749],[44951],[45003],[45464],[45698],[45805],[45865],[45879],[46065],[46235],[46675],[46738],[46827],[47445],[47523],[47722],[47829],[48174],[48248],[48344],[48604],[49019],[49097],[49356],[49662],[49832],[50455]
   ]
cell #497 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [16363],[18602],[21048],[23894],[24492],[25568],[26490],[28102],[29025],[29934],[30394],[31010],[32375],[32523],[33394],[33718],[34317],[34777],[35712],[36960],[37041],[37377],[37525],[37849],[38027],[39346],[39624],[39996],[40304],[40709],[40742],[40823],[41491],[42048],[42286],[42291],[42983],[43253],[43355],[43916],[43921],[44480],[44495],[44586],[45176],[45181],[45873],[45964],[46420],[46425],[46454],[46899],[46990],[47579],[47897],[47988],[48383],[48844],[49153],[49880]
   ]
cell #498 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [17006],[20257],[22520],[23820],[24899],[26102],[27053],[28498],[29432],[29563],[30341],[30622],[31911],[32729],[32919],[33790],[33946],[34724],[35148],[36042],[36103],[36913],[37224],[37731],[37921],[38182],[38908],[39009],[39193],[39740],[40634],[40695],[41001],[41239],[41633],[42272],[42998],[43099],[43283],[43664],[43902],[43990],[44228],[44530],[44768],[45162],[45908],[46168],[46406],[46608],[46846],[46934],[47172],[47932],[48277],[48537],[48775],[48914],[49765],[50272]
   ]
cell #499 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [17008],[20261],[22524],[23818],[24903],[26100],[27057],[28496],[29436],[29559],[30345],[30620],[31907],[32733],[32917],[33788],[33942],[34728],[35144],[36040],[36099],[36909],[37220],[37735],[37919],[38178],[38906],[39005],[39189],[39736],[40632],[40691],[40999],[41235],[41629],[42268],[42996],[43095],[43279],[43662],[43898],[43988],[44224],[44528],[44764],[45158],[45906],[46166],[46402],[46606],[46842],[46932],[47168],[47930],[48275],[48535],[48771],[48912],[49763],[50270]
   ]
cell #500 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [19751],[22099],[24644],[27541],[28123],[29177],[30086],[31675],[32544],[33415],[33870],[34469],[34805],[35733],[35867],[36677],[36981],[37546],[37789],[38001],[38817],[39595],[39942],[40017],[40325],[40459],[40688],[40763],[41462],[42069],[42265],[42312],[42633],[42907],[42954],[43301],[43376],[43895],[43942],[44404],[44451],[44494],[44609],[45155],[45202],[45523],[45872],[45987],[46399],[46446],[46455],[46898],[47013],[47580],[47896],[48011],[48384],[48843],[49154],[49881]
   ]
cell #501 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [26915],[29294],[31829],[34586],[35108],[36021],[36831],[38270],[38969],[39700],[40096],[40613],[40932],[41618],[41721],[42360],[42600],[43059],[43268],[43455],[44028],[44601],[44856],[44911],[45147],[45250],[45435],[45490],[45979],[46391],[46525],[46558],[46776],[46972],[47005],[47260],[47315],[47650],[47683],[47970],[48003],[48045],[48102],[48454],[48487],[48705],[48930],[48987],[49224],[49257],[49264],[49533],[49590],[49933],[50103],[50160],[50363],[50631],[50766],[51137]
   ]
cell #502 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [30506],[32803],[35232],[37805],[38282],[39093],[39824],[41138],[41733],[42372],[42724],[43183],[43480],[44040],[44127],[44667],[44868],[45262],[45447],[45614],[46072],[46537],[46745],[46788],[46984],[47071],[47229],[47272],[47662],[47982],[48089],[48114],[48284],[48441],[48466],[48674],[48717],[48974],[48999],[49211],[49236],[49269],[49311],[49577],[49602],[49772],[49938],[49980],[50147],[50172],[50180],[50368],[50410],[50663],[50771],[50813],[50953],[51139],[51223],[51465]
   ]
cell #503 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [17473],[18072],[21856],[22765],[23364],[25542],[25760],[26682],[27298],[28303],[29148],[30336],[30984],[31202],[31696],[32724],[33595],[33778],[34440],[34719],[34751],[35093],[35888],[36698],[37161],[37726],[37909],[37972],[38838],[38954],[39685],[39963],[40136],[40382],[40480],[40943],[41603],[42126],[42585],[42654],[42928],[43044],[43322],[43495],[44425],[44630],[44896],[45132],[45475],[45544],[46008],[46376],[46543],[47034],[47300],[47668],[48032],[48036],[48472],[48921],[49242],[49524],[50094],[50627]
   ]
cell #504 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [23299],[25695],[28270],[31137],[31347],[31694],[32691],[33562],[34569],[35095],[35886],[36574],[36696],[37043],[37128],[37693],[37766],[38649],[38836],[38956],[39572],[39687],[39961],[39994],[40356],[40478],[40825],[40910],[41439],[41605],[42100],[42148],[42587],[42926],[42931],[42985],[43046],[43320],[43353],[43778],[44423],[44428],[44482],[44628],[45038],[45134],[45179],[45477],[46006],[46282],[46378],[46423],[46545],[46892],[47469],[47670],[47890],[48041],[48832],[48926]
   ]
cell #505 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [24079],[27519],[29789],[30314],[31088],[32137],[33252],[33756],[34172],[34697],[35143],[35491],[36329],[36371],[36908],[37383],[37443],[37887],[38446],[39004],[39352],[39412],[39735],[40153],[40360],[40690],[41012],[41521],[41628],[41897],[42104],[42161],[42267],[42780],[43094],[43558],[43791],[43897],[43964],[44001],[44116],[44223],[44277],[44504],[45157],[45701],[45802],[45815],[45882],[46062],[46142],[46401],[46735],[46841],[46908],[47060],[47167],[47526],[47537],[47725],[47826],[47906],[48171],[48184],[48251],[48511],[48770],[48899],[49100],[49359],[49370],[49473],[49659],[49739],[50072],[50257],[50324],[50458],[50930],[51030],[51444]
   ]
cell #506 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [18471],[21480],[21943],[23763],[25384],[26922],[27385],[27697],[28241],[29301],[30433],[30826],[31289],[31836],[33533],[33785],[33894],[34593],[34816],[35160],[36028],[36838],[36925],[37016],[37099],[37916],[38025],[38312],[39021],[39752],[39896],[40103],[40389],[40620],[40707],[40798],[41645],[41763],[42133],[42284],[42402],[42652],[42958],[43111],[43255],[43462],[43914],[44048],[44455],[44588],[45029],[45174],[45292],[45542],[45966],[46273],[46418],[46461],[46992],[47032],[47452],[47586],[47990],[48030]
   ]
cell #507 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [21959],[25528],[27401],[28956],[30970],[31305],[31532],[33910],[34248],[34737],[36534],[37147],[37780],[38609],[39586],[39889],[41453],[42215],[42945],[43845],[44442],[45105],[46349],[47770]
   ]
cell #508 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [18472],[20896],[21940],[23764],[25416],[26338],[27382],[27698],[28840],[30242],[30434],[30858],[31286],[33776],[33786],[33891],[34132],[34625],[34817],[36289],[36598],[36902],[37015],[37039],[37907],[37917],[38022],[38673],[39519],[39877],[40380],[40390],[40684],[40797],[40821],[41386],[42124],[42134],[42203],[42239],[42878],[42957],[42981],[43236],[43833],[43869],[44375],[44454],[44478],[44551],[45027],[45093],[45129],[45929],[46122],[46271],[46337],[46373],[46459],[46955],[47450],[47584],[47758],[47953]
   ]
cell #509 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [18474],[21937],[23766],[25350],[27379],[27700],[27946],[30436],[30792],[31283],[33238],[33888],[34559],[35477],[36564],[36899],[38639],[39516],[40346],[41383],[42090],[42875],[44372],[46119]
   ]
cell #510 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [18475],[21935],[23767],[25320],[27377],[27701],[27857],[30437],[30762],[31281],[33149],[33886],[34529],[35388],[36506],[36897],[38581],[39514],[40288],[41381],[42032],[42873],[44370],[46117]
   ]
cell #511 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [18476],[21933],[23768],[25316],[27375],[27702],[27853],[30438],[30758],[31279],[33145],[33884],[34525],[35384],[36502],[36893],[38577],[39510],[40284],[41377],[42028],[42869],[44366],[46113]
   ]
cell #512 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [20465],[23841],[26123],[27464],[28519],[29702],[30643],[32050],[32940],[33072],[33811],[33972],[34085],[35311],[36063],[36129],[36242],[37052],[37203],[37942],[38319],[38391],[39117],[39172],[39903],[40655],[40721],[40834],[41066],[41145],[41697],[41770],[41842],[42409],[42481],[43207],[43262],[43575],[44055],[44134],[44595],[44674],[44977],[45226],[45299],[45371],[45973],[46079],[46519],[46752],[46999],[47078],[47381],[47644],[47997],[48448],[48681],[49218],[49318],[49987]
   ]
cell #513 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [24071],[27480],[29718],[30500],[31063],[32066],[32797],[33196],[34101],[35102],[35226],[35435],[36258],[36429],[37068],[37327],[37799],[38280],[38504],[38963],[39087],[39133],[39296],[39694],[39818],[40027],[40211],[40850],[41612],[41731],[41866],[41955],[42370],[42594],[42718],[43053],[43177],[43223],[43386],[43608],[44038],[44108],[44866],[45141],[45260],[45395],[45484],[45608],[45715],[46385],[46552],[46982],[47052],[47270],[47677],[47980],[48084],[48112],[48969],[48997]
   ]
cell #514 :
  |C| = 81
  W-rep = phi[81,10]
  special rep = phi[81,10] , dim = 81
  orbit = A3
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 81
     81 tau_infinity subcells with 1 member(s)
  subcells = [
     [21463],[25367],[28109],[28224],[30809],[31684],[32530],[32645],[33401],[33516],[35719],[35876],[36686],[36967],[37034],[37082],[37532],[37647],[38826],[39951],[40003],[40311],[40468],[40749],[40816],[40864],[42055],[42298],[42642],[42746],[42916],[42976],[43310],[43362],[43489],[43928],[44413],[44473],[44518],[44618],[44820],[45149],[45188],[45492],[45532],[45896],[45996],[46393],[46432],[46466],[46493],[46560],[46710],[46922],[46970],[47022],[47258],[47591],[47618],[47685],[47920],[47968],[48020],[48057],[48100],[48395],[48422],[48856],[48942],[48985],[49165],[49192],[49262],[49545],[49884],[49931],[50029],[50115],[50621],[50717],[51181]
   ]
cell #515 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [18477],[21932],[23769],[24087],[25315],[27374],[27703],[27729],[27852],[30439],[30757],[31075],[31278],[31708],[32273],[33144],[33208],[33883],[34524],[35383],[35447],[35900],[36501],[36710],[36892],[37275],[37339],[38576],[39063],[39244],[39308],[39509],[39975],[40039],[40283],[40492],[41265],[41376],[41818],[41878],[42027],[42666],[42868],[43153],[43334],[43398],[43652],[44254],[44365],[44794],[45347],[45407],[45556],[45584],[46112],[46156],[46596],[46872],[47198],[47357],[47739],[48265],[48365],[48525]
   ]
cell #516 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [21961],[25524],[27403],[28924],[30966],[31307],[31447],[33912],[34216],[34733],[36449],[37143],[37748],[38524],[39529],[39883],[41396],[42209],[42888],[43839],[44385],[45099],[46343],[47764]
   ]
cell #517 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [18502],[21963],[23195],[23794],[25317],[26789],[27405],[27728],[27854],[30143],[30759],[31309],[31361],[31710],[32275],[33146],[33174],[34526],[34795],[35385],[35413],[35902],[36503],[36712],[37277],[37305],[37753],[38578],[39065],[39246],[39274],[39534],[39977],[40285],[40494],[41267],[41401],[41661],[41822],[42029],[42668],[42893],[43155],[43336],[43666],[43992],[44256],[44390],[44796],[44930],[45351],[45558],[45586],[46170],[46258],[46610],[46874],[47200],[47334],[47361],[48279],[48369],[48539],[48627]
   ]
cell #518 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [23291],[25687],[28262],[31129],[31346],[31691],[32683],[33554],[34568],[35096],[35883],[36573],[36693],[37042],[37120],[37685],[37767],[38648],[38833],[38957],[39573],[39688],[39958],[39995],[40355],[40475],[40824],[40902],[41440],[41606],[42099],[42175],[42588],[42923],[42932],[42984],[43047],[43317],[43354],[43805],[44420],[44429],[44481],[44625],[45065],[45135],[45180],[45478],[46003],[46309],[46379],[46424],[46546],[46893],[47482],[47671],[47891],[48042],[48833],[48927]
   ]
cell #519 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [24073],[27484],[29722],[30496],[31059],[32070],[32793],[33192],[34105],[35098],[35222],[35431],[36262],[36425],[37072],[37323],[37795],[38278],[38500],[38959],[39083],[39137],[39292],[39690],[39814],[40023],[40207],[40854],[41608],[41729],[41862],[41951],[42368],[42590],[42714],[43049],[43173],[43227],[43382],[43604],[44036],[44097],[44864],[45137],[45258],[45391],[45480],[45604],[45685],[46381],[46548],[46980],[47041],[47268],[47673],[47978],[48054],[48110],[48939],[48995]
   ]
cell #520 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [20464],[23840],[26122],[26905],[27462],[28518],[29284],[29700],[30642],[31682],[31819],[32048],[32939],[33118],[33810],[34083],[34576],[35104],[35357],[35874],[36011],[36062],[36240],[36684],[36821],[37050],[37249],[37941],[38824],[38965],[39115],[39218],[39696],[39949],[40086],[40466],[40603],[40654],[40832],[41087],[41614],[41685],[42596],[42914],[43055],[43205],[43308],[43445],[43538],[44411],[44616],[45143],[45214],[45486],[45994],[46387],[46482],[46554],[47607],[47679]
   ]
cell #521 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [26910],[27734],[29289],[31083],[31824],[33216],[34516],[34581],[35107],[35455],[36016],[36493],[36826],[37347],[38274],[38568],[38968],[39316],[39464],[39699],[40047],[40091],[40275],[40608],[41331],[41617],[41725],[41886],[42019],[42364],[42599],[42658],[42823],[43058],[43406],[43450],[44032],[44246],[44320],[44860],[45146],[45254],[45415],[45489],[45548],[45737],[46127],[46390],[46557],[46976],[47190],[47264],[47442],[47682],[47974],[48106],[48496],[48991],[49275],[49944]
   ]
cell #522 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [31340],[34535],[36512],[37218],[37743],[38587],[39187],[39524],[40294],[41141],[41233],[41391],[42038],[42174],[42677],[42883],[43277],[43649],[43804],[44130],[44222],[44265],[44380],[44670],[44762],[44920],[45064],[45567],[46075],[46153],[46248],[46308],[46593],[46748],[46840],[47074],[47166],[47209],[47324],[47481],[47736],[47780],[48262],[48444],[48522],[48617],[48677],[48769],[48838],[49214],[49314],[49569],[49613],[49750],[49983],[50139],[50196],[50211],[50679],[50694]
   ]
cell #523 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [23290],[25686],[28261],[31128],[31690],[32682],[33553],[35097],[35882],[36692],[37119],[37684],[38832],[38958],[39689],[39957],[40474],[40901],[41607],[42589],[42648],[42922],[43048],[43316],[43482],[44419],[44624],[44900],[45136],[45449],[45479],[45538],[46002],[46380],[46539],[46547],[47028],[47226],[47304],[47664],[47672],[48026],[48047],[48086],[48468],[48476],[48932],[48971],[49238],[49246],[49268],[49535],[49574],[49937],[50105],[50144],[50367],[50633],[50770],[51138]
   ]
cell #524 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [32669],[35978],[37671],[38919],[40570],[40888],[41044],[42770],[43009],[43412],[44573],[44996],[45440],[45951],[46530],[46714],[47655],[48061],[48459],[48946],[49229],[49549],[50119],[50721]
   ]
cell #525 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36003],[38275],[39055],[39078],[40595],[41726],[41806],[42365],[43145],[43168],[43437],[43496],[44033],[44092],[44861],[44907],[45021],[45255],[45335],[45576],[45599],[45636],[45680],[46781],[46864],[46887],[46977],[47036],[47224],[47265],[47311],[47345],[47975],[48049],[48073],[48107],[48236],[48353],[48483],[48639],[48710],[48934],[48958],[48992],[49253],[49280],[49282],[49407],[49561],[49595],[49949],[49951],[50131],[50165],[50184],[50379],[50381],[50667],[50782],[50784],[50957],[51193],[51227],[51491]
   ]
cell #526 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [30507],[32804],[35233],[37806],[38023],[38283],[39094],[39825],[40705],[41137],[41734],[42282],[42373],[42650],[42725],[43184],[43252],[43912],[44041],[44126],[44585],[44666],[44869],[44895],[45172],[45263],[45540],[45615],[45963],[46071],[46416],[46468],[46744],[46985],[46989],[47030],[47070],[47273],[47299],[47593],[47983],[47987],[48028],[48115],[48397],[48440],[48471],[48673],[49000],[49167],[49210],[49241],[49310],[49522],[49886],[49979],[50092],[50178],[50623],[50661]
   ]
cell #527 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [24075],[27486],[29724],[31058],[32072],[33191],[34107],[35430],[36264],[36384],[37074],[37322],[38459],[39139],[39291],[40022],[40166],[40856],[41173],[41861],[41910],[42549],[42805],[43229],[43381],[43585],[44096],[44162],[44302],[44702],[45390],[45439],[45684],[45829],[46089],[46529],[47040],[47106],[47246],[47509],[47654],[47708],[47853],[48053],[48198],[48458],[48938],[49083],[49228],[49342],[49487],[49541],[49686],[50111],[50296],[50441],[50586],[50656],[51069],[51295]
   ]
cell #528 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [19744],[22092],[24637],[27534],[27738],[28121],[29170],[30079],[31115],[31677],[32542],[33279],[33413],[33783],[33863],[34462],[34543],[35518],[35731],[35869],[36548],[36679],[36979],[37017],[37410],[37544],[37914],[37994],[38623],[38819],[39379],[39433],[39944],[40323],[40330],[40387],[40461],[40761],[40799],[41300],[42067],[42074],[42131],[42310],[42792],[42909],[42959],[43303],[43940],[44289],[44406],[44456],[44611],[45030],[45724],[45989],[46274],[46462],[47453],[47587]
   ]
cell #529 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36035],[39075],[39082],[40110],[40627],[41522],[41694],[41811],[42713],[43165],[43172],[43469],[43572],[43675],[44117],[44829],[45051],[45223],[45340],[45596],[45603],[45660],[45816],[46179],[46295],[46516],[46619],[46884],[47061],[47233],[47350],[47400],[47549],[47641],[47748],[48093],[48185],[48358],[48548],[48643],[48664],[48882],[48978],[49027],[49123],[49286],[49382],[49420],[49474],[49581],[49955],[50055],[50151],[50240],[50336],[50385],[50481],[50788],[50913],[51013],[51109],[51216],[51427],[51615]
   ]
cell #530 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [19742],[22090],[24635],[27532],[28119],[29168],[30077],[31680],[32540],[33411],[33861],[34460],[35729],[35872],[36682],[36977],[37542],[37992],[38822],[39947],[40013],[40321],[40464],[40759],[40934],[42065],[42308],[42638],[42912],[43270],[43306],[43372],[43938],[44409],[44603],[44614],[45198],[45433],[45528],[45981],[45992],[46442],[46471],[46523],[47007],[47018],[47596],[47648],[48005],[48016],[48044],[48400],[48452],[48929],[49170],[49222],[49532],[49889],[50102],[50630]
   ]
cell #531 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [29153],[32643],[34445],[35826],[37645],[37977],[38159],[40141],[40418],[40862],[42249],[42744],[43260],[43879],[44593],[44818],[45971],[46491],[46997],[47616],[47995],[48420],[49190],[50027]
   ]
cell #532 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32667],[35100],[35979],[37669],[38961],[39692],[40571],[40886],[41610],[41857],[42592],[42768],[43051],[43413],[44218],[44903],[44992],[44997],[45139],[45386],[45482],[45658],[46124],[46383],[46550],[46715],[46784],[46836],[47162],[47307],[47396],[47401],[47439],[47675],[48062],[48233],[48479],[48493],[48644],[48713],[48765],[48947],[49249],[49272],[49277],[49287],[49550],[49598],[49721],[49941],[49946],[49956],[50120],[50168],[50188],[50376],[50386],[50671],[50722],[50779],[50789],[50961],[51190],[51231]
   ]
cell #533 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [20468],[23846],[26128],[27459],[28524],[29697],[30648],[32045],[32945],[33066],[33816],[34080],[35305],[36068],[36237],[37047],[37197],[37947],[38313],[39112],[39166],[39897],[40183],[40660],[40829],[41060],[41682],[41764],[41927],[42403],[43202],[43256],[43535],[43723],[44049],[44589],[45211],[45293],[45456],[45779],[45967],[46039],[46227],[46479],[46667],[46993],[47604],[47803],[47991],[48148],[48336],[48408],[48596],[49178],[49437],[49636],[49824],[49926],[50536],[50884]
   ]
cell #534 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [29155],[32642],[34447],[35806],[37644],[37979],[38099],[40143],[40398],[40861],[42189],[42743],[43240],[43819],[44555],[44817],[45933],[46490],[46959],[47615],[47957],[48419],[49189],[50026]
   ]
cell #535 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32702],[36008],[37139],[37704],[38905],[40083],[40600],[40921],[40998],[41825],[42536],[42995],[43442],[43502],[43661],[43987],[44201],[44527],[44541],[45354],[45426],[45633],[45905],[45919],[46165],[46502],[46605],[46931],[46945],[47145],[47221],[47364],[47627],[47929],[47943],[48070],[48274],[48372],[48431],[48534],[48748],[48911],[48955],[49056],[49201],[49460],[49504],[49558],[49762],[49906],[50006],[50084],[50128],[50269],[50285],[50313],[50559],[50739],[50759],[50864],[51042],[51086],[51378],[51398]
   ]
cell #536 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [19743],[22091],[24636],[27533],[28120],[29169],[30078],[31676],[32541],[33412],[33862],[34461],[35730],[35868],[36678],[36978],[37543],[37993],[38818],[39943],[40014],[40322],[40460],[40760],[40935],[42066],[42309],[42634],[42908],[43271],[43302],[43373],[43939],[44405],[44604],[44610],[45199],[45434],[45524],[45982],[45988],[46443],[46456],[46524],[47008],[47014],[47581],[47649],[48006],[48012],[48035],[48385],[48453],[48920],[49155],[49223],[49523],[49882],[50093],[50626]
   ]
cell #537 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [39074],[41156],[41550],[41810],[43164],[44145],[44685],[45079],[45339],[45595],[46242],[46323],[46763],[46883],[47089],[47349],[47563],[47848],[48302],[48351],[48357],[48611],[48692],[48812],[48876],[49065],[49137],[49396],[49414],[49448],[49482],[49681],[49790],[49839],[49845],[49875],[49899],[50049],[50234],[50278],[50423],[50495],[50513],[50547],[50581],[50715],[50732],[50833],[50840],[50857],[50984],[51007],[51051],[51164],[51171],[51186],[51254],[51265],[51354],[51371],[51479],[51524],[51585],[51685]
   ]
cell #538 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [20466],[23844],[26126],[27460],[28522],[29698],[30646],[32046],[32943],[33068],[33814],[34081],[35307],[36066],[36238],[37048],[37199],[37945],[38315],[39113],[39168],[39899],[40185],[40658],[40830],[41062],[41683],[41766],[41929],[42405],[43203],[43258],[43536],[43725],[44051],[44591],[45212],[45295],[45458],[45780],[45969],[46040],[46229],[46480],[46669],[46995],[47605],[47804],[47993],[48149],[48338],[48409],[48598],[49179],[49438],[49637],[49826],[49927],[50537],[50885]
   ]
cell #539 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [39109],[41832],[42740],[43199],[43500],[44094],[44967],[45361],[45630],[45634],[45682],[46219],[46712],[47038],[47222],[47371],[47507],[47706],[47835],[48051],[48059],[48071],[48588],[48641],[48936],[48944],[48956],[49081],[49284],[49340],[49539],[49547],[49559],[49668],[49816],[49953],[50109],[50117],[50129],[50294],[50314],[50358],[50383],[50439],[50568],[50654],[50719],[50760],[50786],[50911],[50937],[51067],[51087],[51144],[51183],[51214],[51293],[51300],[51399],[51425],[51497],[51543],[51613],[51727]
   ]
cell #540 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [39107],[41142],[41834],[42738],[43197],[44131],[44671],[44969],[45363],[45628],[46076],[46749],[47075],[47373],[47425],
     [19563,48288],[23984,49776],[27137,50414],[29516,50817],[30520,50964],[32817,51234],[33964,48445],[34808,48793],[35246,50674],[36121,49215],[37819,49724],[38383,49984],[39838,50191],[40713,48678],[42473,49315]
   ]
cell #541 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [27733],[31082],[33215],[34517],[35454],[36494],[37346],[38569],[39315],[39432],[40046],[40184],[40276],[41299],[41885],[41928],[42020],[42659],[42791],[43405],[43674],[43724],[44247],[44288],[44828],[45414],[45457],[45549],[45723],[45770],[46133],[46178],[46228],[46618],[46668],[47191],[47232],[47461],[47747],[47794],[48092],[48139],[48337],[48502],[48547],[48597],[48977],[49035],[49294],[49428],[49580],[49627],[49825],[49963],[50150],[50393],[50527],[50796],[50846],[51177]
   ]
cell #542 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [31343],[34538],[36515],[37742],[38590],[39523],[40297],[41390],[42041],[42147],[42680],[42804],[42882],[43777],[44268],[44301],[44379],[44919],[45037],[45570],[45788],[45828],[46247],[46281],[46721],[47212],[47245],[47323],[47468],[47502],[47779],[47812],[47852],[48157],[48197],[48616],[48650],[48837],[49042],[49076],[49301],[49335],[49486],[49612],[49645],[49685],[49970],[50010],[50195],[50289],[50400],[50434],[50585],[50678],[50803],[50968],[51062],[51238],[51271],[51485]
   ]
cell #543 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [19577],[20477],[23084],[23998],[24072],[26545],[27151],[27481],[27617],[29530],[29674],[29719],[30715],[31065],[32022],[32067],[33012],[33198],[33925],[34057],[34102],[35437],[36082],[36214],[36259],[36407],[37069],[37329],[38139],[38482],[38876],[39134],[39298],[40029],[40189],[40851],[41196],[41525],[41590],[41868],[41933],[42572],[43224],[43388],[43729],[44120],[44185],[44725],[45397],[45462],[45819],[46233],[46673],[47064],[47129],[47843],[48188],[48342],[48602],[49477],[49676],[49830],[50576],[50945]
   ]
cell #544 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [23298],[25694],[28269],[31136],[31693],[32690],[33561],[35094],[35885],[36695],[37127],[37692],[38024],[38835],[38955],[39686],[39960],[40477],[40706],[40909],[41604],[42283],[42586],[42651],[42925],[43045],[43254],[43319],[43913],[44422],[44587],[44627],[44897],[45133],[45173],[45476],[45541],[45965],[46005],[46377],[46417],[46469],[46544],[46991],[47031],[47301],[47594],[47669],[47989],[48029],[48037],[48398],[48473],[48922],[49168],[49243],[49525],[49887],[50095],[50628]
   ]
cell #545 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [20924],[21540],[25444],[26366],[26982],[29143],[29361],[30270],[30886],[31864],[32661],[33804],[34435],[34653],[35111],[36056],[36866],[37035],[37663],[37935],[37967],[38269],[38972],[39703],[40131],[40648],[40817],[40880],[41621],[41720],[42359],[42603],[42762],[42977],[43062],[43490],[44027],[44474],[44855],[44914],[45150],[45249],[45493],[45652],[46394],[46561],[46775],[46971],[47259],[47318],[47686],[47969],[48101],[48490],[48704],[48986],[49260],[49263],[49589],[49932],[50159],[50362],[50765],[51136]
   ]
cell #546 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [20925],[21541],[25445],[25546],[26367],[26983],[29144],[29362],[30271],[30887],[30988],[31865],[33805],[34436],[34654],[34755],[35112],[36057],[36867],[37036],[37165],[37936],[37968],[38271],[38973],[39704],[40019],[40132],[40649],[40818],[40947],[41622],[41722],[42361],[42604],[42631],[42978],[43063],[43378],[43491],[44029],[44475],[44857],[45151],[45204],[45251],[45494],[45521],[46395],[46448],[46562],[46973],[47011],[47261],[47687],[47971],[48009],[48103],[48379],[48988],[49149],[49266],[49873],[49935]
   ]
cell #547 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [21954],[24518],[25134],[25535],[27396],[29051],[29960],[30576],[30977],[31300],[32873],[33744],[33905],[34343],[34744],[35271],[37044],[37067],[37154],[37875],[38036],[38329],[39132],[39863],[39913],[39993],[40015],[40826],[40849],[40936],[41170],[41780],[42419],[42546],[42986],[43222],[43272],[43352],[43374],[44065],[44159],[44483],[44605],[44699],[45178],[45200],[45309],[45436],[45983],[46086],[46422],[46444],[46526],[46891],[47009],[47103],[47651],[47889],[48007],[48040],[48455],[48831],[48925],[49225]
   ]
cell #548 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [21955],[24484],[25530],[27397],[29017],[29926],[30972],[31301],[32367],[33710],[33906],[34309],[34739],[37033],[37045],[37149],[37369],[37841],[38037],[39338],[39616],[39891],[39992],[40012],[40815],[40827],[40931],[41483],[42217],[42530],[42975],[42987],[43250],[43351],[43371],[43847],[44472],[44484],[44535],[44565],[45107],[45177],[45197],[45420],[45913],[45943],[46351],[46421],[46441],[46496],[46889],[46939],[46969],[47621],[47772],[47887],[47937],[47967],[48038],[48425],[48829],[48923],[49050],[49195]
   ]
cell #549 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [25551],[29127],[30993],[32453],[34419],[34760],[34893],[37170],[37455],[37951],[39485],[40115],[40672],[41352],[42227],[42537],[43857],[44542],[45117],[45920],[46361],[46946],[47944],[49057]
   ]
cell #550 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [26916],[29295],[31830],[34587],[34804],[35109],[36022],[36832],[37788],[38272],[38970],[39594],[39701],[40016],[40097],[40614],[40687],[41461],[41619],[41723],[42264],[42362],[42601],[42632],[42953],[43060],[43375],[43456],[43894],[44030],[44450],[44514],[44858],[45148],[45154],[45201],[45252],[45491],[45522],[45892],[46392],[46398],[46445],[46559],[46918],[46974],[47012],[47262],[47684],[47916],[47972],[48010],[48104],[48380],[48852],[48989],[49150],[49267],[49874],[49936]
   ]
cell #551 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [21958],[25069],[25532],[27400],[28986],[30511],[30974],[31304],[31802],[32808],[33909],[34278],[34741],[35237],[36804],[37076],[37151],[37810],[38040],[38326],[39098],[39141],[39829],[39910],[40021],[40069],[40858],[40933],[41171],[41777],[41860],[42416],[42547],[42729],[43188],[43231],[43269],[43380],[44062],[44095],[44160],[44602],[44700],[44912],[45306],[45389],[45437],[45619],[45683],[45980],[46087],[46527],[47006],[47039],[47104],[47316],[47652],[48004],[48052],[48456],[48488],[48937],[49226],[49258]
   ]
cell #552 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [21960],[25526],[27402],[28928],[30968],[31306],[31451],[33911],[34220],[34735],[36453],[37145],[37752],[38528],[39533],[39887],[41400],[42213],[42892],[43843],[44389],[45103],[46347],[47768]
   ]
cell #553 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [24074],[27485],[29723],[31061],[32071],[33194],[34106],[35433],[36263],[36386],[37073],[37222],[37325],[38461],[39138],[39191],[39294],[40025],[40168],[40855],[41175],[41237],[41864],[41912],[42551],[43228],[43281],[43384],[43587],[43650],[44106],[44164],[44226],[44704],[44766],[45393],[45441],[45713],[46091],[46154],[46531],[46594],[46844],[47050],[47108],[47170],[47656],[47737],[48082],[48263],[48460],[48523],[48773],[48967],[49230],[49570],[49751],[50140],[50212],[50695]
   ]
cell #554 :
  |C| = 60
  W-rep = phi[60,11]
  special rep = phi[60,11] , dim = 60
  orbit = A2+2*A1
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 60
     60 tau_infinity subcells with 1 member(s)
  subcells = [
     [27732],[31081],[33214],[33966],[34518],[35453],[36123],[36495],[37345],[38276],[38385],[38570],[39314],[39466],[40045],[40277],[40715],[41143],[41333],[41727],[41836],[41884],[42021],[42366],[42475],[42660],[42825],[43404],[44034],[44132],[44248],[44322],[44672],[44862],[44971],[45256],[45365],[45413],[45550],[45739],[46077],[46134],[46750],[46978],[47076],[47192],[47266],[47375],[47462],[47976],[48108],[48446],[48503],[48679],[48993],[49216],[49295],[49316],[49964],[49985]
   ]
cell #555 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [21962],[25523],[27404],[27748],[28923],[30965],[31308],[31339],[31446],[33913],[34215],[34534],[34732],[35121],[35638],[36448],[36511],[37142],[37747],[38523],[38586],[38982],[39073],[39528],[39713],[39882],[40230],[40293],[41395],[41814],[41974],[42037],[42208],[42613],[42676],[42887],[43072],[43163],[43748],[43838],[44264],[44384],[44924],[45098],[45343],[45503],[45566],[45594],[45771],[46252],[46342],[46692],[46882],[47208],[47328],[47353],[47763],[47795],[48140],[48361],[48621],[49036],[49429],[49628]
   ]
cell #556 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [21989],[25556],[26815],[27431],[28926],[30382],[30998],[31335],[31449],[33619],[34218],[34765],[34821],[35124],[35641],[36451],[36476],[37750],[38015],[38526],[38551],[38985],[39531],[39716],[40233],[40258],[40675],[41398],[41817],[41977],[42002],[42230],[42616],[42890],[43075],[43751],[43860],[44077],[44210],[44387],[44927],[45120],[45346],[45506],[45783],[46043],[46255],[46364],[46695],[46804],[47154],[47331],[47356],[47807],[47877],[48152],[48364],[48624],[48733],[48757],[49441],[49513],[49640],[49710]
   ]
cell #557 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [21990],[25555],[26816],[27432],[27750],[28925],[30381],[30997],[31336],[31337],[31448],[33618],[34217],[34530],[34764],[35123],[35640],[36450],[36475],[36507],[37749],[38525],[38550],[38582],[38984],[39530],[39715],[40232],[40257],[40289],[41397],[41816],[41976],[42001],[42033],[42615],[42672],[42889],[43074],[43750],[44076],[44209],[44260],[44386],[44926],[45345],[45505],[45562],[45782],[46042],[46254],[46694],[47153],[47204],[47330],[47355],[47806],[48151],[48363],[48623],[48756],[49440],[49512],[49639]
   ]
cell #558 :
  |C| = 24
  W-rep = phi[24,12]
  special rep = phi[24,12] , dim = 24
  orbit = 2*A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 24
     24 tau_infinity subcells with 1 member(s)
  subcells = [
     [36004],[39054],[40596],[41692],[43144],[43438],[43570],[45022],[45221],[45575],[46514],[46863],[47231],[47639],[48091],[48235],[48976],[49279],[49579],[49948],[50149],[50378],[50781],[51192]
   ]
cell #559 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [39076],[41140],[41808],[41829],[43166],[44129],[44196],[44669],[45337],[45358],[45597],[45654],[46074],[46129],[46747],[46786],[46885],[47073],[47140],[47347],[47368],[47405],[47457],[48286],[48355],[48376],[48443],[48498],[48655],[48676],[48715],[48743],[49213],[49290],[49306],[49313],[49409],[49499],[49600],[49726],[49774],[49959],[49975],[49982],[50170],[50186],[50198],[50276],[50405],[50412],[50669],[50681],[50808],[50815],[50828],[50959],[50971],[51159],[51229],[51241],[51342],[51493],[51512],[51670]
   ]
cell #560 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [39108],[41828],[41833],[42739],[43198],[43963],[44104],[44200],[44968],[45357],[45362],[45629],[45711],[45789],[46141],[46722],[46907],[47048],[47144],[47367],[47372],[47426],[47536],[47813],[47905],[48080],[48158],[48375],[48510],[48651],[48747],[48792],[48898],[48965],[49043],[49302],[49369],[49503],[49646],[49723],[49738],[49905],[49971],[50005],[50071],[50190],[50256],[50284],[50323],[50401],[50673],[50738],[50804],[50863],[50929],[50963],[51029],[51233],[51312],[51377],[51443],[51506],[51632],[51736]
   ]
cell #561 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36001],[38295],[38754],[39057],[40593],[41746],[42385],[42844],[43147],[43435],[44241],[44341],[44881],[45019],[45275],[45578],[45850],[46222],[46801],[46859],[46866],[47185],[47285],[47423],[47518],[47777],[47874],[48219],[48243],[48289],[48331],[48591],[48730],[48788],[48795],[48835],[48873],[49092],[49351],[49411],[49610],[49707],[49731],[49777],[49819],[50018],[50046],[50193],[50203],[50231],[50415],[50450],[50510],[50676],[50686],[50712],[50818],[50837],[50976],[51004],[51168],[51246],[51351],[51521]
   ]
cell #562 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36037],[39081],[40112],[40629],[40952],[41681],[42712],[43171],[43471],[43474],[43534],[44214],[44816],[45210],[45427],[45602],[45778],[46038],[46208],[46478],[46489],[46503],[47158],[47220],[47603],[47614],[47628],[47802],[48069],[48147],[48407],[48418],[48432],[48577],[48761],[48954],[49177],[49188],[49202],[49436],[49461],[49517],[49557],[49635],[49805],[49925],[50025],[50085],[50127],[50312],[50347],[50535],[50560],[50642],[50707],[50758],[50883],[50894],[51043],[51085],[51202],[51281],[51397],[51601]
   ]
cell #563 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [41855],[43648],[44220],[44990],[45384],[46152],[46592],[46838],[47164],[47394],[47735],[48261],[48521],[48767],[48814],
     [23098,49447],[27631,50546],[30729,50983],[33026,51253],[33985,51346],[36142,51516],[37216,49568],[38028,49843],[38404,51163],[39185,50138],[40734,50508],[41231,50693],[42494,50832],[43275,49749],[44760,50210]
   ]
cell #564 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [23114],[24086],[26695],[27647],[27731],[30137],[30745],[31077],[31215],[33042],[33168],[33210],[34175],[34520],[35407],[35449],[36332],[36497],[37182],[37299],[37341],[38572],[39151],[39268],[39310],[39448],[40041],[40279],[41027],[41315],[41655],[41880],[42023],[42662],[42807],[43400],[43690],[43965],[44016],[44250],[44304],[44844],[45409],[45552],[45831],[46143],[46194],[46634],[47194],[47248],[47538],[47855],[48200],[48512],[48563],[49112],[49371],[49489],[49688],[50325],[50470],[50588],[51098],[51334]
   ]
cell #565 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [23142],[24088],[25613],[26727],[27675],[27730],[29190],[30139],[31055],[31076],[31247],[32455],[33170],[33209],[34482],[34522],[34895],[35409],[35448],[36499],[37301],[37340],[37457],[38297],[38574],[38756],[39270],[39309],[39487],[40040],[40281],[41354],[41657],[41748],[41879],[42025],[42387],[42664],[42846],[43399],[43967],[44207],[44252],[44343],[44883],[45277],[45408],[45554],[45852],[46145],[46216],[47151],[47196],[47287],[47540],[48221],[48514],[48585],[48754],[49373],[49510],[49813],[50327],[50355]
   ]
cell #566 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [24511],[25127],[29044],[29953],[30569],[32655],[32866],[33737],[34336],[35264],[35993],[37060],[37657],[37868],[38284],[39125],[39856],[40009],[40585],[40842],[40874],[41135],[41735],[42374],[42756],[43215],[43368],[43427],[44042],[44124],[44664],[44870],[45011],[45194],[45264],[45646],[46069],[46438],[46742],[46790],[46986],[47068],[47274],[47415],[47984],[48116],[48281],[48438],[48671],[48719],[49001],[49208],[49308],[49604],[49769],[49977],[50174],[50176],[50407],[50659],[50810],[50949],[51219],[51463]
   ]
cell #567 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [24512],[25128],[29045],[29147],[29954],[30570],[32656],[32867],[33738],[34337],[34439],[35265],[37061],[37658],[37869],[37971],[38285],[39126],[39857],[40010],[40135],[40843],[40875],[41136],[41736],[42375],[42653],[42757],[43216],[43369],[43494],[44043],[44125],[44665],[44871],[44894],[45195],[45265],[45543],[45647],[46070],[46439],[46743],[46987],[47033],[47069],[47275],[47298],[47985],[48031],[48117],[48439],[48470],[48672],[49002],[49209],[49240],[49309],[49521],[49978],[50091],[50177],[50622],[50660]
   ]
cell #568 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [25545],[28144],[28743],[29136],[30987],[32565],[33436],[34035],[34428],[34754],[36192],[37002],[37164],[37567],[37960],[38426],[40018],[40038],[40124],[40784],[40946],[41184],[41877],[42516],[42560],[42630],[42649],[43377],[43397],[43483],[43669],[44173],[44713],[44823],[45203],[45406],[45450],[45520],[45539],[46100],[46173],[46447],[46540],[46613],[47010],[47029],[47117],[47227],[47665],[47742],[48008],[48027],[48087],[48378],[48469],[48542],[48972],[49148],[49239],[49265],[49575],[49872],[49934],[50145]
   ]
cell #569 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [25549],[28685],[29134],[30991],[32507],[33977],[34426],[34758],[35207],[36134],[37168],[37509],[37958],[38396],[39799],[40049],[40122],[40726],[40950],[41182],[41847],[41888],[42486],[42558],[42656],[42699],[43408],[43481],[43670],[44171],[44244],[44711],[44824],[44982],[45376],[45417],[45448],[45546],[46098],[46125],[46174],[46538],[46614],[46789],[47115],[47188],[47228],[47386],[47440],[47663],[47743],[48088],[48467],[48494],[48543],[48718],[48973],[49237],[49273],[49576],[49603],[49942],[50146],[50173]
   ]
cell #570 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [25550],[28114],[29132],[30992],[32535],[33406],[34424],[34759],[35724],[36972],[37169],[37537],[37956],[40008],[40050],[40120],[40316],[40754],[40951],[41889],[42060],[42303],[42542],[42647],[42655],[43367],[43409],[43479],[43933],[44243],[44547],[44811],[45193],[45418],[45432],[45537],[45545],[45925],[46123],[46437],[46484],[46508],[46951],[47027],[47187],[47215],[47438],[47609],[47633],[47949],[48025],[48064],[48413],[48437],[48492],[48949],[49062],[49183],[49207],[49271],[49552],[49940],[50020],[50122]
   ]
cell #571 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [25554],[29126],[30996],[31358],[32450],[34418],[34763],[34797],[34890],[37173],[37452],[37757],[37950],[38292],[38751],[39482],[39538],[40114],[40669],[41349],[41405],[41743],[41824],[42224],[42382],[42535],[42841],[42897],[43854],[44202],[44338],[44394],[44540],[44878],[44934],[45114],[45272],[45353],[45847],[45918],[46262],[46358],[46798],[46944],[47146],[47282],[47338],[47363],[47503],[47871],[47942],[48216],[48371],[48631],[48727],[48749],[49055],[49077],[49336],[49505],[49704],[50011],[50290],[50435]
   ]
cell #572 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [25584],[29159],[30410],[31026],[32452],[33852],[34451],[34793],[34892],[36889],[37454],[37983],[38043],[38294],[38753],[39484],[39506],[40671],[40925],[41351],[41373],[41745],[41823],[42226],[42384],[42843],[42865],[43242],[43856],[44204],[44340],[44362],[44557],[44880],[45116],[45274],[45352],[45849],[45935],[46109],[46360],[46800],[46961],[47148],[47284],[47362],[47511],[47710],[47873],[47959],[48218],[48304],[48370],[48729],[48751],[49085],[49139],[49344],[49507],[49706],[49792],[50298],[50443],[50497]
   ]
cell #573 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [25585],[29158],[30411],[31027],[31360],[32451],[33851],[34450],[34794],[34796],[34891],[36888],[37453],[37754],[37982],[38293],[38752],[39483],[39505],[39535],[40670],[41350],[41372],[41402],[41744],[42225],[42383],[42842],[42864],[42894],[43855],[44203],[44339],[44361],[44391],[44879],[44931],[45115],[45273],[45848],[46108],[46214],[46259],[46359],[46799],[47147],[47283],[47335],[47510],[47709],[47872],[48217],[48583],[48628],[48728],[48750],[49084],[49343],[49506],[49705],[49811],[50297],[50353],[50442]
   ]
cell #574 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [39079],[41807],[41826],[43169],[43497],[43646],[44102],[44197],[45336],[45355],[45600],[45638],[45709],[46150],[46590],[46888],[47046],[47141],[47236],[47346],[47365],[47733],[48078],[48096],[48259],[48291],[48354],[48373],[48519],[48649],[48744],[48963],[48981],[49300],[49408],[49445],[49500],[49566],[49584],[49747],[49779],[49969],[50136],[50154],[50185],[50208],[50277],[50399],[50417],[50544],[50668],[50691],[50802],[50820],[50829],[50958],[50981],[51160],[51228],[51251],[51343],[51492],[51513],[51671]
   ]
cell #575 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32668],[35595],[35981],[37670],[38939],[40187],[40573],[40887],[41216],[41858],[41931],[42769],[43029],[43415],[43727],[44219],[44745],[44993],[44999],[45387],[45460],[45659],[45791],[46131],[46231],[46671],[46724],[46823],[46837],[47163],[47397],[47403],[47459],[47515],[47815],[48160],[48240],[48340],[48500],[48600],[48653],[48766],[49045],[49089],[49292],[49304],[49348],[49449],[49648],[49728],[49828],[49961],[49973],[50015],[50200],[50403],[50447],[50548],[50683],[50806],[50973],[50985],[51243],[51255]
   ]
cell #576 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44238],[45768],[46223],[46856],[47182],[47792],[48137],[48332],[48592],[48785],[49033],[49426],[49625],[49820],[49861],
     [26708,50302],[31228,51075],[34188,51358],[36345,51528],[37234,51582],[39203,51682],[40179,50391],[40937,50599],[41249,51476],[41923,50794],[43293,51050],[43719,51175],[44778,51262],[45452,50525],[46663,50844]
   ]
cell #577 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32671],[35977],[37673],[38038],[38903],[40569],[40890],[40926],[40996],[41827],[42772],[42993],[43245],[43411],[43659],[43985],[44199],[44525],[44560],[44995],[45356],[45424],[45903],[45938],[46163],[46500],[46603],[46713],[46929],[46964],[47143],[47366],[47625],[47927],[47962],[48060],[48272],[48307],[48374],[48429],[48532],[48746],[48909],[48945],[49142],[49199],[49458],[49502],[49548],[49760],[49795],[49901],[50082],[50118],[50267],[50280],[50500],[50557],[50720],[50734],[50859],[51040],[51188],[51373]
   ]
cell #578 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [39077],[41520],[41809],[41856],[43167],[44115],[44221],[44991],[45049],[45338],[45385],[45598],[45814],[46132],[46293],[46839],[46886],[47059],[47165],[47348],[47395],[47460],[47516],[47547],[48183],[48241],[48356],[48501],[48662],[48768],[48815],[48875],[49090],[49121],[49293],[49349],[49380],[49413],[49472],[49729],[49844],[49962],[50016],[50048],[50201],[50233],[50334],[50448],[50479],[50512],[50684],[50714],[50839],[50906],[50974],[51006],[51107],[51170],[51244],[51353],[51420],[51523],[51591],[51691]
   ]
cell #579 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44239],[45769],[46225],[46857],[47183],[47793],[48138],[48334],[48594],[48786],[49034],[49427],[49626],[49822],[49862],
     [26709,50303],[31229,51076],[34189,51359],[36346,51529],[37235,51587],[39204,51687],[40181,50392],[40938,50601],[41250,51481],[41925,50795],[43294,51053],[43721,51176],[44779,51267],[45454,50526],[46665,50845]
   ]
cell #580 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [26726],[27747],[30285],[31246],[31341],[33613],[34206],[34536],[34668],[36363],[36470],[36513],[37414],[37744],[38545],[38588],[39383],[39525],[40152],[40252],[40295],[41392],[41896],[41996],[42039],[42160],[42678],[42884],[43557],[43790],[44071],[44266],[44381],[44921],[45050],[45568],[45801],[46022],[46061],[46249],[46294],[46734],[47210],[47325],[47548],[47786],[47825],[48170],[48618],[48663],[48890],[49122],[49381],[49619],[49658],[50063],[50248],[50335],[50480],[50921],[51021],[51108],[51435],[51576]
   ]
cell #581 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [26757],[27749],[29220],[30317],[31277],[31338],[32705],[33614],[34512],[34531],[34700],[35807],[36471],[36508],[37707],[37745],[38100],[38546],[38583],[39526],[40253],[40290],[40399],[41157],[41393],[41551],[41997],[42034],[42190],[42673],[42885],[43820],[44072],[44146],[44261],[44382],[44686],[44922],[45080],[45563],[46023],[46212],[46250],[46324],[46764],[47090],[47205],[47326],[47564],[47787],[47841],[48581],[48619],[48693],[48891],[49397],[49620],[49674],[49809],[50249],[50351],[50574],[50922],[50943]
   ]
cell #582 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [28139],[28738],[32560],[33431],[34030],[35989],[36187],[36997],[37562],[38421],[39067],[40033],[40581],[40779],[41147],[41872],[42511],[42644],[43157],[43392],[43423],[43644],[44136],[44676],[45007],[45401],[45534],[45588],[46081],[46148],[46588],[46754],[46876],[47024],[47080],[47411],[47731],[48022],[48257],[48293],[48450],[48517],[48683],[48805],[49220],[49320],[49443],[49564],[49745],[49781],[49989],[50134],[50206],[50419],[50542],[50689],[50822],[50825],[50979],[51156],[51249],[51339],[51509],[51658]
   ]
cell #583 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [28140],[28739],[32561],[32660],[33432],[34031],[35990],[36188],[36998],[37563],[37662],[38422],[40034],[40582],[40780],[40879],[41148],[41873],[42512],[42645],[42761],[43393],[43424],[43643],[44137],[44677],[44913],[45008],[45402],[45535],[45651],[46082],[46147],[46587],[46755],[46774],[47025],[47081],[47317],[47412],[47730],[48023],[48256],[48451],[48489],[48516],[48684],[48703],[49221],[49259],[49321],[49563],[49588],[49744],[49990],[50133],[50158],[50205],[50361],[50688],[50764],[50824],[51134],[51155]
   ]
cell #584 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [29151],[31713],[32278],[32650],[34443],[35905],[36715],[37280],[37652],[37975],[39249],[39980],[40139],[40497],[40869],[41270],[42671],[42681],[42751],[43339],[43498],[43681],[44259],[44269],[44799],[44835],[44910],[44916],[45561],[45571],[45641],[45784],[46185],[46244],[46625],[46717],[47203],[47213],[47239],[47314],[47320],[47754],[47773],[47808],[48099],[48153],[48486],[48554],[48613],[48646],[48823],[48984],[49038],[49256],[49297],[49587],[49606],[49641],[49966],[50157],[50181],[50396],[50664],[50799]
   ]
cell #585 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [29152],[32225],[32648],[34444],[35852],[37227],[37650],[37976],[38368],[39196],[40140],[40444],[40867],[41242],[42458],[42682],[42749],[43286],[43499],[43679],[44231],[44270],[44771],[44833],[44917],[44954],[45572],[45639],[45786],[46183],[46245],[46623],[46719],[46849],[47175],[47214],[47237],[47321],[47752],[47774],[47810],[48097],[48155],[48292],[48552],[48614],[48648],[48778],[48824],[48982],[49040],[49299],[49585],[49607],[49643],[49780],[49968],[50155],[50182],[50398],[50418],[50665],[50801],[50821]
   ]
cell #586 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [29157],[32641],[34449],[34818],[35804],[37643],[37981],[38016],[38097],[40145],[40396],[40678],[40860],[41154],[41548],[42187],[42233],[42742],[43238],[43817],[43863],[44143],[44211],[44553],[44683],[44815],[45077],[45123],[45931],[46209],[46321],[46367],[46488],[46761],[46807],[46957],[47087],[47155],[47561],[47613],[47880],[47955],[48300],[48417],[48578],[48690],[48736],[48758],[48866],[49135],[49187],[49394],[49514],[49713],[49788],[49806],[50024],[50039],[50224],[50348],[50493],[50710],[50897],[50997]
   ]
cell #587 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [29189],[32673],[33882],[34481],[34820],[35805],[37110],[37675],[38013],[38017],[38098],[39880],[40397],[40679],[40892],[41155],[41549],[42188],[42206],[42234],[43239],[43818],[43836],[43864],[44144],[44212],[44554],[44684],[45078],[45096],[45124],[45932],[46210],[46322],[46340],[46368],[46762],[46808],[46958],[47088],[47156],[47562],[47761],[47881],[47956],[48301],[48579],[48691],[48737],[48759],[48871],[49016],[49136],[49395],[49515],[49714],[49789],[49807],[50044],[50229],[50349],[50494],[50902],[51002]
   ]
cell #588 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36005],[39053],[40597],[40948],[41679],[43143],[43439],[43476],[43532],[44213],[45023],[45208],[45429],[45574],[45776],[46036],[46206],[46476],[46505],[46862],[47157],[47218],[47601],[47630],[47800],[48067],[48145],[48234],[48405],[48434],[48575],[48760],[48952],[49175],[49204],[49278],[49434],[49463],[49516],[49555],[49633],[49803],[49923],[49947],[50087],[50125],[50310],[50345],[50377],[50533],[50562],[50639],[50756],[50780],[50881],[50891],[51045],[51083],[51191],[51199],[51278],[51395],[51490],[51598]
   ]
cell #589 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [36002],[38716],[39056],[40594],[41708],[42806],[43146],[43436],[43707],[44242],[44303],[45020],[45237],[45577],[45830],[46224],[46651],[46860],[46865],[47186],[47247],[47424],[47517],[47778],[47854],[48199],[48242],[48320],[48333],[48593],[48789],[48794],[48836],[48874],[49091],[49350],[49412],[49488],[49611],[49687],[49730],[49821],[50017],[50047],[50194],[50202],[50232],[50304],[50449],[50511],[50587],[50677],[50685],[50713],[50838],[50975],[51005],[51077],[51169],[51245],[51352],[51360],[51522],[51530]
   ]
cell #590 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [46239],[47501],[47849],[48348],[48608],[49075],[49334],[49483],[49682],[49836],[50009],[50288],[50433],[50582],[50615],
     [30296,50905],[34679,51419],[37425,51590],[39394,51690],[40195,51720],[41939,51774],[42801,50967],[43484,51118],[43735,51665],[44298,51237],[45468,51405],[45825,51484],[46679,51536],[47242,51061],[48194,51270]
   ]
cell #591 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [33818],[34819],[36070],[37046],[37949],[38019],[39111],[39878],[40662],[40681],[40828],[41680],[42204],[42236],[43201],[43237],[43533],[43834],[43866],[44552],[45094],[45126],[45209],[45777],[45930],[46037],[46338],[46370],[46477],[46810],[46956],[47602],[47759],[47801],[47842],[47883],[47954],[48146],[48299],[48406],[48739],[49008],[49109],[49134],[49176],[49435],[49634],[49675],[49716],[49787],[49924],[50036],[50467],[50492],[50534],[50575],[50645],[50882],[50944],[50994],[51095],[51284],[51331],[51565]
   ]
cell #592 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [46240],[47508],[47707],[47851],[48349],[48609],[49082],[49341],[49485],[49684],[49837],[50295],[50440],[50584],[50616],
     [30297,46778],[34680,48707],[37426,49592],[39395,50162],[40196,50366],[41940,50769],[42803,49540],[43485,51120],[43736,51149],[44300,50110],[45469,51408],[45827,50655],[46680,51548],[47244,51068],[48196,51294]
   ]
cell #593 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [31709],[32274],[35901],[35998],[36711],[37276],[39064],[39245],[39976],[40493],[40590],[41266],[42667],[43154],[43335],[43432],[43653],[44255],[44795],[44906],[45016],[45557],[45585],[45765],[46157],[46597],[46811],[46873],[47199],[47310],[47420],[47740],[47789],[47884],[48134],[48266],[48295],[48482],[48526],[48740],[48802],[49030],[49130],[49252],[49423],[49573],[49622],[49717],[49754],[49783],[50031],[50143],[50215],[50388],[50488],[50522],[50620],[50698],[50791],[50841],[50989],[51172],[51259],[51473]
   ]
cell #594 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [46241],[47500],[47847],[48350],[48610],[48811],[49074],[49333],[49481],[49680],[49838],[50008],[50287],[50432],[50580],
     [30298,46782],[34681,48711],[37427,49596],[39396,50166],[40197,50394],[41941,50797],[42799,50966],[43486,49849],[43737,51178],[44296,51236],[45470,50528],[45823,51483],[46681,50847],[47240,51060],[48192,51269]
   ]
cell #595 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [30316],[31357],[33755],[34699],[34801],[36885],[37445],[37761],[37886],[39414],[39502],[39542],[40359],[40667],[41369],[41409],[42103],[42222],[42778],[42861],[42901],[43852],[44275],[44358],[44398],[44502],[44938],[45112],[45699],[45880],[46105],[46266],[46356],[46796],[46906],[47342],[47524],[47696],[47723],[47869],[47904],[48249],[48635],[48725],[48897],[49071],[49098],[49357],[49702],[49737],[49910],[50070],[50255],[50429],[50456],[50743],[50868],[50928],[51028],[51317],[51382],[51442],[51637],[51715]
   ]
cell #596 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [30348],[31359],[32736],[33787],[34731],[34798],[36039],[36886],[37738],[37758],[37918],[38904],[39503],[39539],[40631],[40668],[40997],[41370],[41406],[42223],[42862],[42898],[42994],[43660],[43853],[43986],[44359],[44395],[44526],[44935],[45113],[45904],[46106],[46164],[46263],[46357],[46604],[46797],[46930],[47339],[47697],[47839],[47870],[47928],[48273],[48533],[48632],[48726],[48910],[49072],[49111],[49672],[49703],[49761],[49911],[50268],[50430],[50469],[50572],[50869],[50941],[51097],[51318],[51333]
   ]
cell #597 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32666],[35596],[35982],[37668],[38940],[40188],[40574],[40885],[41217],[41932],[42767],[43030],[43416],[43728],[44746],[44940],[45000],[45461],[45657],[45792],[46232],[46268],[46672],[46725],[46794],[46824],[47344],[47404],[47514],[47816],[47867],[48161],[48239],[48341],[48601],[48637],[48654],[48723],[49046],[49066],[49088],[49305],[49347],[49450],[49649],[49700],[49727],[49829],[49876],[49974],[50014],[50199],[50404],[50424],[50446],[50549],[50682],[50807],[50834],[50972],[50986],[51165],[51242],[51256]
   ]
cell #598 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [37077],[38041],[39142],[40020],[40859],[40929],[41859],[42531],[43232],[43248],[43379],[44093],[44536],[44563],[45388],[45421],[45681],[45914],[45941],[46497],[46940],[46967],[47037],[47506],[47622],[47705],[47938],[47965],[48050],[48310],[48426],[48935],[49051],[49080],[49113],[49145],[49196],[49339],[49455],[49538],[49798],[49993],[50060],[50079],[50108],[50293],[50438],[50471],[50503],[50554],[50653],[50726],[51018],[51037],[51066],[51099],[51146],[51292],[51335],[51365],[51432],[51545],[51573],[51708]
   ]
cell #599 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [40000],[43359],[45185],[46429],[46910],[47908],[48388],[48798],[48901],[49158],[49741],[49914],[50259],[50516],[50872],
     [46813,50932],[47422,51655],[47886,50074],[48298,51321],[48742,51446],[48879,50644],[49007,49024],[49133,50747],[49417,51564],[49719,51032],[49786,51641],[50035,50052],[50237,51283],[50491,51386],[50993,51010]
   ]
cell #600 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44898],[47302],[48390],[48474],[49160],[49244],[49529],[49916],[50099],[50518],[50602],[50649],[50874],[51057],[51288],
     [44240,51209],[46021,49026],[46226,50749],[46858,51569],[47184,51608],[47785,50054],[48335,51323],[48595,51388],[48787,51753],[48881,48889],[49419,50920],[49618,51012],[49823,51643],[49863,51811],[50239,50247]
   ]
cell #601 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [42635],[45525],[47015],[48013],[48391],[49161],[49528],[49846],[49917],[50098],[50519],[50648],[50875],[51056],[51287],
     [46243,50750],[47695,50004],[47850,51208],[48352,51324],[48612,51389],[48813,51760],[49070,50737],[49484,51568],[49683,51607],[49840,51644],[49904,49909],[50283,51316],[50428,51376],[50583,51752],[50862,50867]
   ]
cell #602 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [39999],[43358],[45184],[46428],[46909],[47907],[48389],[48797],[48900],[49159],[49740],[49915],[50258],[50517],[50873],
     [44217,50073],[46020,50706],[46207,50748],[47161,51031],[47419,51654],[47784,51201],[48576,51387],[48764,51445],[48888,50641],[49520,50931],[49617,51600],[49804,51642],[50246,51280],[50346,51322],[50893,50919]
   ]
cell #603 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [47862],[48869],[49014],[49118],[49496],[49695],[50042],[50227],[50331],[50476],[50595],[50900],[51000],[51104],[51131],
     [33766,48283],[37897,49771],[40370,50409],[42114,50812],[42814,50951],[44311,51221],[45046,50372],[45643,51451],[45838,51469],[46290,50775],[47255,51620],[47544,51152],[48207,51699],[48659,51414],[49377,51551]
   ]
cell #604 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [49127],[49897],[49997],[50068],[50340],[50485],[50730],[50855],[50926],[51026],[51113],[51304],[51369],[51440],[51460],
     [37025,49444],[40807,50543],[42967,50980],[44464,51250],[45055,51341],[46299,51511],[46904,50955],[47408,51649],[47553,51661],[47902,51225],[48668,51741],[48895,51471],[49386,51781],[49735,51624],[50253,51701]
   ]
cell #605 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [32662],[37664],[40881],[42763],[44915],[45653],[46777],[47319],[48491],[48706],[49261],[49591],[50161],[50365],[50619],[50768],[51119],[51148],[51407],[51547]
   ]
cell #606 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32665],[35126],[35643],[35984],[37667],[38987],[39718],[40235],[40576],[40884],[41979],[42618],[42766],[43077],[43418],[43753],[44929],[44939],[45002],[45508],[45656],[45794],[46257],[46267],[46697],[46727],[46787],[46792],[47333],[47343],[47406],[47512],[47818],[47865],[48163],[48237],[48626],[48636],[48656],[48716],[48721],[49048],[49063],[49086],[49307],[49345],[49601],[49651],[49698],[49725],[49868],[49976],[50012],[50171],[50197],[50406],[50421],[50444],[50680],[50809],[50826],[50970],[51157],[51240]
   ]
cell #607 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32672],[35976],[37674],[38039],[38901],[40568],[40891],[40928],[40994],[42773],[42991],[43247],[43410],[43657],[43983],[44523],[44562],[44994],[45422],[45901],[45940],[46161],[46218],[46498],[46601],[46711],[46927],[46966],[47623],[47836],[47925],[47964],[48058],[48270],[48309],[48427],[48530],[48587],[48907],[48943],[49144],[49197],[49456],[49546],[49669],[49758],[49797],[49815],[49895],[50080],[50116],[50265],[50357],[50502],[50555],[50569],[50718],[50728],[50853],[50938],[51038],[51185],[51302],[51367]
   ]
cell #608 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [32704],[36007],[37141],[37706],[38042],[38902],[40082],[40599],[40923],[40927],[40995],[42533],[42992],[43246],[43441],[43658],[43984],[44524],[44538],[44561],[45423],[45902],[45916],[45939],[46162],[46217],[46499],[46602],[46928],[46942],[46965],[47624],[47837],[47926],[47940],[47963],[48271],[48308],[48428],[48531],[48586],[48908],[49053],[49143],[49198],[49457],[49670],[49759],[49796],[49814],[49898],[49998],[50081],[50266],[50356],[50501],[50556],[50570],[50731],[50856],[50939],[51039],[51305],[51370]
   ]
cell #609 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [47861],[48865],[49119],[49495],[49694],[50038],[50223],[50332],[50477],[50594],[50709],[50896],[50996],[51105],[51130],
     [33765,50301],[37896,51074],[40369,51357],[42113,51527],[42813,51584],[44310,51684],[45047,51348],[45642,51452],[45837,51766],[46291,51518],[47254,51622],[47545,51667],[48206,51695],[48660,51410],[49378,51538]
   ]
cell #610 :
  |C| = 64
  W-rep = phi[64,13]
  special rep = phi[64,13] , dim = 64
  orbit = A2+A1
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 64
     64 tau_infinity subcells with 1 member(s)
  subcells = [
     [35122],[35639],[38983],[39071],[39714],[40231],[41815],[41975],[42614],[43073],[43161],[43749],[44925],[45344],[45504],[45592],[45772],[46253],[46693],[46783],[46880],[47329],[47354],[47499],[47796],[48141],[48311],[48362],[48622],[48712],[48809],[49037],[49073],[49146],[49332],[49430],[49453],[49597],[49629],[49799],[49850],[50007],[50077],[50167],[50286],[50395],[50431],[50504],[50529],[50552],[50724],[50798],[50848],[50965],[51035],[51059],[51135],[51179],[51235],[51268],[51363],[51482],[51534],[51663]
   ]
cell #611 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [47863],[48864],[49116],[49497],[49696],[49859],[50037],[50222],[50329],[50474],[50596],[50708],[50895],[50995],[51102],
     [33767,48287],[37898,49775],[40371,50413],[42115,50816],[42815,50969],[44312,51239],[45044,51347],[45644,50604],[45839,51486],[46288,51517],[47256,51063],[47542,51666],[48208,51272],[48657,51409],[49375,51537]
   ]
cell #612 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [40005],[43364],[45190],[46434],[46936],[47934],[48403],[48803],[48916],[49173],[49767],[49921],[50274],[50531],[50879],
     [45774,50635],[46034,51488],[47798,51195],[47845,50089],[48143,51274],[49106,50754],[49432,51555],[49465,50947],[49631,51594],[49678,51047],[49855,49857],[50308,51328],[50464,51393],[50564,50578],[51081,51092]
   ]
cell #613 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44905],[47309],[48481],[48801],[49251],[49572],[49753],[50142],[50214],[50389],[50523],[50697],[50792],[50842],[51173],
     [44215,51257],[45766,51474],[46204,51526],[47159,50987],[47417,49853],[47790,51680],[48135,51260],[48573,51356],[48762,50550],[49031,51767],[49424,50889],[49451,49518],[49623,51580],[49801,51073],[50300,50343]
   ]
cell #614 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [42640],[45530],[47020],[48018],[48411],[49181],[49537],[49851],[49929],[50107],[50539],[50652],[50887],[51065],[51291],
     [46220,50762],[47505,51142],[47704,51669],[47833,51212],[48589,51401],[48807,50611],[49079,51495],[49338,51541],[49666,51611],[49817,51089],[50292,51298],[50316,50359],[50437,51725],[50566,51423],[50909,50935]
   ]
cell #615 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [40001],[43360],[45186],[46430],[46911],[47909],[48387],[48799],[48902],[49157],[49742],[49913],[50260],[50515],[50871],
     [44216,50075],[46018,51489],[46205,50746],[47160,51033],[47418,51128],[47782,51198],[48574,51385],[48763,51447],[48886,50638],[49519,50933],[49615,51597],[49802,51640],[50244,51277],[50344,51320],[50890,50917]
   ]
cell #616 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [49128],[49894],[50067],[50341],[50486],[50613],[50727],[50852],[50925],[51025],[51114],[51184],[51301],[51366],[51439],
     [37026,49446],[40808,50545],[42968,50982],[44465,51252],[45056,51349],[46300,51519],[46903,51583],[47409,51121],[47554,51668],[47901,51683],[48669,51411],[48894,51765],[49387,51539],[49734,51621],[50252,51694]
   ]
cell #617 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [34822],[38014],[40674],[42229],[43859],[45119],[46363],[46803],[47876],[48732],[49114],[49709],[50059],[50472],[50609],[51017],[51100],[51336],[51431],[51572]
   ]
cell #618 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [42637],[45527],[47017],[48015],[48393],[49163],[49526],[49848],[49919],[50096],[50521],[50646],[50877],[51054],[51285],
     [48312,51326],[48810,51458],[49147,50752],[49454,51566],[49800,51646],[49902,51145],[49992,50002],[50078,51206],[50281,51707],[50505,51391],[50553,51750],[50725,50735],[50860,51544],[51036,51605],[51364,51374]
   ]
cell #619 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44899],[47303],[48475],[49245],[49530],[50100],[50364],[50603],[50650],[50767],[51058],[51147],[51289],[51406],[51546],
     [47864,51210],[49006,50705],[49117,51500],[49498,51570],[49697,51609],[49860,51653],[50034,51200],[50330,51709],[50475,51730],[50597,51754],[50640,50643],[50892,51563],[50992,51599],[51103,51805],[51279,51282]
   ]
cell #620 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [42636],[45526],[47016],[48014],[48392],[49162],[49527],[49847],[49918],[50097],[50520],[50647],[50876],[51055],[51286],
     [46221,50751],[47694,51182],[47834,51207],[48590,51390],[48808,51457],[49069,51496],[49667,51606],[49818,51645],[49908,51143],[50360,51325],[50427,51726],[50567,51751],[50866,51542],[50936,51567],[51299,51315]
   ]
cell #621 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [50076],[50636],[50701],[50745],[50934],[51034],[51129],[51196],[51275],[51319],[51384],[51448],[51556],[51595],[51639],
     [40002,48285],[43361,49773],[45187,50411],[46431,50814],[46912,50956],[47910,51226],[48386,51340],[48800,51453],[48903,51472],[49156,51510],[49743,51625],[49912,51660],[50261,51702],[50514,51740],[50870,51780]
   ]
cell #622 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [35994],[40586],[43428],[45012],[46791],[47416],[48282],[48720],[49605],[49770],[50175],[50408],[50811],[50950],[51133],[51220],[51450],[51468],[51619],[51698]
   ]
cell #623 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [37024],[40806],[42966],[44463],[45054],[46298],[46905],[47407],[47552],[47903],[48667],[48896],[49385],[49736],[50254],
     [41830,49126],[43961,51187],[44198,50069],[45359,50484],[45655,51459],[46139,50733],[47142,51027],[47369,51112],[47534,49900],[48377,50339],[48508,51372],[48745,51441],[49367,50858],[49501,50927],[50279,50321]
   ]
cell #624 :
  |C| = 45
  W-rep = phi[15,16]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [49129],[49896],[49996],[50066],[50342],[50487],[50614],[50729],[50854],[50924],[51024],[51115],[51303],[51368],[51438],
     [37027,46780],[40809,48709],[42969,49594],[44466,50164],[45057,50374],[46301,50777],[46902,50954],[47410,51122],[47555,51154],[47900,51224],[48670,51416],[48893,51470],[49388,51553],[49733,51623],[50251,51700]
   ]
cell #625 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [42641],[45531],[47021],[48019],[48412],[49182],[49536],[49852],[49930],[50106],[50540],[50651],[50888],[51064],[51290],
     [47504,51141],[47703,51180],[49078,51494],[49115,50763],[49337,51540],[50058,51211],[50291,51703],[50317,51337],[50436,51724],[50473,51402],[50610,50612],[50908,51571],[51016,51610],[51090,51101],[51422,51430]
   ]
cell #626 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44901],[47305],[48477],[49247],[49542],[50112],[50371],[50605],[50657],[50774],[51070],[51151],[51296],[51413],[51550],
     [47846,51217],[48868,51466],[49013,51487],[49105,51504],[49679,51616],[49856,51126],[50041,51672],[50226,51696],[50463,51734],[50579,51428],[50899,51554],[50914,50948],[50999,51792],[51091,51630],[51310,51327]
   ]
cell #627 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [38044],[40924],[43241],[44556],[45934],[46960],[47958],[48303],[49138],[49791],[50064],[50496],[50741],[51022],[51124],[51380],[51436],[51577],[51635],[51713]
   ]
cell #628 :
  |C| = 45
  W-rep = phi[15,17]+phi[30,15]
  special rep = phi[30,15] , dim = 30
  orbit = A2
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 30
     15 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [44902],[47306],[48478],[49248],[49543],[50113],[50370],[50606],[50658],[50773],[51071],[51150],[51297],[51412],[51549],
     [48867,51467],[49012,50699],[49466,51578],[49858,51125],[50040,51194],[50065,50090],[50225,51697],[50307,51712],[50565,51437],[50740,50753],[50898,51783],[50998,51593],[51023,51048],[51080,51634],[51379,51392]
   ]
cell #629 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [39068],[43158],[45589],[46877],[48294],[48806],[49442],[49782],[50420],[50541],[50823],[50978],[51248],[51338],[51462],[51508],[51647],[51659],[51738],[51779]
   ]
cell #630 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [40955],[43473],[45425],[46501],[47626],[48430],[49200],[49459],[50083],[50558],[50744],[51041],[51203],[51383],[51455],[51602],[51638],[51716],[51747],[51786]
   ]
cell #631 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [41819],[45348],[47358],[48366],[49452],[49854],[50299],[50551],[50988],[51072],[51258],[51355],[51525],[51579],[51657],[51679],[51755],[51763],[51799],[51818]
   ]
cell #632 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [43504],[45632],[47219],[48068],[48953],[49556],[50126],[50311],[50757],[51084],[51205],[51396],[51498],[51604],[51651],[51728],[51749],[51788],[51803],[51820]
   ]
cell #633 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [44205],[47149],[48752],[49508],[50305],[50607],[50617],[50904],[51078],[51116],[51361],[51403],[51418],[51531],[51533],[51589],[51662],[51689],[51717],[51771]
   ]
cell #634 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [44206],[47150],[48753],[49509],[50306],[50608],[50903],[51079],[51362],[51417],[51461],[51532],[51588],[51648],[51688],[51718],[51739],[51772],[51778],[51813]
   ]
cell #635 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [45662],[47399],[48642],[49285],[49954],[50062],[50384],[50787],[50912],[51020],[51215],[51426],[51434],[51502],[51575],[51614],[51711],[51732],[51759],[51807]
   ]
cell #636 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [45663],[47398],[48640],[49283],[49952],[50382],[50785],[50910],[51204],[51213],[51424],[51499],[51603],[51612],[51729],[51748],[51757],[51787],[51804],[51821]
   ]
cell #637 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [46211],[48580],[49808],[50350],[50907],[51123],[51132],[51306],[51421],[51449],[51592],[51618],[51626],[51692],[51693],[51721],[51764],[51775],[51789],[51815]
   ]
cell #638 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [46215],[47428],[48584],[48790],[49720],[49812],[50187],[50354],[50670],[50915],[50960],[51127],[51218],[51230],[51309],[51429],[51503],[51617],[51629],[51733]
   ]
cell #639 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [47427],[48791],[49722],[50189],[50672],[50742],[50962],[51232],[51311],[51381],[51505],[51631],[51636],[51675],[51714],[51735],[51785],[51795],[51810],[51829]
   ]
cell #640 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [47838],[49671],[50571],[50618],[50940],[51117],[51308],[51404],[51454],[51535],[51558],[51628],[51664],[51719],[51723],[51742],[51773],[51777],[51790],[51816]
   ]
cell #641 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [47840],[48816],[49673],[49841],[50506],[50573],[50830],[50942],[51161],[51313],[51344],[51456],[51507],[51514],[51560],[51633],[51676],[51737],[51744],[51796]
   ]
cell #642 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [48817],[49842],[50061],[50507],[50831],[51019],[51162],[51345],[51433],[51515],[51561],[51574],[51677],[51706],[51745],[51758],[51770],[51797],[51802],[51825]
   ]
cell #643 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [49108],[49865],[50466],[50600],[51052],[51094],[51266],[51307],[51330],[51480],[51559],[51586],[51627],[51650],[51686],[51722],[51743],[51776],[51791],[51817]
   ]
cell #644 :
  |C| = 20
  W-rep = phi[20,20]
  special rep = phi[20,20] , dim = 20
  orbit = 2*A1
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 20
     20 tau_infinity subcells with 1 member(s)
  subcells = [
     [49110],[49864],[50468],[50598],[51049],[51096],[51261],[51332],[51475],[51562],[51581],[51652],[51678],[51681],[51705],[51746],[51769],[51798],[51801],[51824]
   ]
cell #645 :
  |C| = 6
  W-rep = phi[6,25]
  special rep = phi[6,25] , dim = 6
  orbit = A1
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [51501],[51710],[51731],[51806],[51831],[51838]
   ]
cell #646 :
  |C| = 6
  W-rep = phi[6,25]
  special rep = phi[6,25] , dim = 6
  orbit = A1
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [51656],[51704],[51756],[51800],[51822],[51833]
   ]
cell #647 :
  |C| = 6
  W-rep = phi[6,25]
  special rep = phi[6,25] , dim = 6
  orbit = A1
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [51673],[51762],[51793],[51808],[51827],[51834]
   ]
cell #648 :
  |C| = 6
  W-rep = phi[6,25]
  special rep = phi[6,25] , dim = 6
  orbit = A1
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [51674],[51784],[51794],[51828],[51832],[51837]
   ]
cell #649 :
  |C| = 6
  W-rep = phi[6,25]
  special rep = phi[6,25] , dim = 6
  orbit = A1
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [51761],[51782],[51809],[51814],[51826],[51835]
   ]
cell #650 :
  |C| = 6
  W-rep = phi[6,25]
  special rep = phi[6,25] , dim = 6
  orbit = A1
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 6
     6 tau_infinity subcells with 1 member(s)
  subcells = [
     [51768],[51812],[51819],[51823],[51830],[51836]
   ]
cell #651 :
  |C| = 1
  W-rep = phi[1,36]
  special rep = phi[1,36] , 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 = [
     [51839]
   ]